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An exponent to and exponent is the same as multiplication so first multiply each exponent by -8 to get (x^56/16 y^-8/2)/x^24/16. Dividing exponents is the same as subtraction so do 56/16 - 24/16 to get x^32/16 y^-8/2. You can then simply the fractions to get x^2 y^-4. If you want to get rid of a negative exponent you can move it to the other side of the fraction, since y is in the numerator, move it to the denominator to get x^2 /y^ 4.
The answer to that problem at the end is x^2/y^4 which can also be written as (x/y^2)^2 You first do x^-7+3/16 (signs are flipped when same base exponents are moved from division to multiplication) which gives you x^-4/16 = x^-1/4 Next you multiply both the x and y exponents with -8 to give you x^2 and y^-4 which can be written as x^2/y^4 Also, I loved thymesia after elden ring, looking forward to that new lies of p game now
I remember I had a dream about being a plague doctor who tried to cure people with the black plague which gave them enhanced fighting skills with all weapons and the doctor would cure them with urine and murder. So glad they made that a reality
the answer is x^2/y^4. First you switch the x^-3/16 back up (because negative powers switch which side of the fraction line they are on) and the x^-7/16 would go down. Some of the x's cancel, because when you divide exponents by each other, you just subtract the powers: 3/16 - 7/16 = -4/16. Since the power over the x is now negative it goes back to the denominator; however, with the -8 power waiting outside, you multiply the powers making it x^-2. Since it is a negative again, you need to switch it back up. The x's are finally done leaving x^2 on top. Now the y's are a lot easier. Y^1/2 times -8 makes it y^-4. Once again, since the exponent is negative, it goes to the bottom (the denominator). So you are left with x^2/y^4. Love your vids Zanny. Hope Solar got some help earlier (I am late to this video).
As a fellow Sekiro lover, I'm happy to see you enjoy this game as much as I did. Such a satisfying combat system that actually holds a candle to Sekiro. You can in fact deflect any attack that isn't a critical attack with the green flash, or the ultimates with the red flash used by the bosses. So yes, you can deflect even The Hanged Queen. My only problem is I want there to be more. Speaking of which, if you do the side quests, each zone has another unique boss fight.
The answer to your friend's maths problem is x^2 / y^4. First, you simplify the two x terms. Something in the form x^n / x^m = x^(n-m), so the x terms become x^-1/4. Then I applied the negative of the outside power, making the expression 1 / (x^-1/4 * y^1/2). Then, you apply the outside power by multiplying the x and y's powers, as (x^n)^m = x^(nm). This gives us 1 / (x^-2 * y^4). The last step is to move the x term to the top of the fraction. You can do this because the power is negative. Thus, the most simplified form is x^2/y^4. (I haven't done maths for a while so if I'm wrong please correct me)
Hey Zanny so it turns out there’s multiple endings in the game and you got the basic one, you need to do all the side quests to get the true ending instead of immediately going from Grey Armor to the final memory
I'm so glad your playing this. Bought it randomly and I absolutely love it. Especially the combat. Every part of it just feels so nice when you pull it off. I just wish it was a longer experience but ill take quality over quantity any day.
Odur was really one of the most unique boss fights ive ever experienced. he's so fun to fight, and his theme music is the greatest theme out of any boss fight in gaming
I feel like 2:25 is an actual conversation in medieval times and when he says "get you patched up" the doctor points and pokes at the blisters a little bit and quickly realises "and she's dead."
X and Y are multiplied together so when two indices are multiplied they are actually added together (-7/16 + 1/2) then you subtract the indices at the bottom since it is divided [(-7/16 + 1/2) - (-3/16)] when you multiply the indices outside the brackets you just multiply them together.
14:49 Whenever, there is a power/index outside the bracket, then the outside power is to be multiplied with the power of each variable inside the bracket. So in the numerator, after removing the brackets, x^(-7/16) becomes x^(7/2). And y^(1/2) becomes y^(-4). Similarly in the denominator, x^(-3/16) becomes x^(3/2). Thus, the general value becomes [ x^(7/2) * y^(-4) ] / x^(3/2) We know, when the same variable is present in both numerator & denominator, then the denominator power gets subtracted from the numerator power. Here, x is present in both numerator & denominator. Thus the power of x ultimately becomes (7/2 - 3/2)= 4/2 = 2. So, the answer becomes x^2 y^(-4). Now, y^(-4) can be further simplified to 1/(y^4). [Negative sign in the power, indicates inversion] Thus the answer is (x's square) upon (y's power 4) , i.e (x^2) / (y^4)
The idea they used the MC as a boss is a fine twist, would have been indeed better if they made yet another weird boss afterwards but it was still a fine work. The sword clashes were just sooo entertaining 12:52
This is a great game, I bought it on release and its cool to see you play it too. I haven't gotten to far into it but I wish they had plague doctor drip for some customization(cause all good games got fashion).
Hey Zanny, hey Solarvoid4, if you're reading this, I don't know if the problem at the end of the video was solved, but here's my explanation. Hope it's helpful :) All you need to solve the problem is basic exponent rules. We have (x^(-7/16)*y^(1/2))/x^(-3/16)^-8. Since the fraction part has the like term x in both the numerator and the denominator, we can simplify the x terms. When dividing like terms with different exponents we follow this rule: x^a / x^b = x^(a-b). Here we have x^(-7/16) / x^(-3/16). The two exponents have the same denominator, which makes life easier. As per the rule, the simplified version would be x^((-7-(-3))/16) = x^(-4/16). That gets rid of the denominator! We are left with (x^(-4/16) * y^(1/2))^-8. The rule that applies here is: (x^a * y^b)^c = x^ac * y^bc. So, we have x^((-4/16)*-8) * y^((1/2)*-8) = x^(-4*-8)/16 * y^(1*-8)/2 = x^(32/16)*y^(-8/2). We can simplify the x term to x^2 and the y term to y^-4. Since the problem demands the most simplified version, standard practice is to rid the final ver of negative exponents if possible. Here, it's easy, as y^-4 = 1/y^4. So we have: x^2 * 1/y^4 = x^2 / y^4. Almost done! Depending on what exactly is required, you could either leave it at that or take power 2 out of the fraction since (x/y)^a = x^a / y^a. We can reverse this and notice that power 2 is common to both exponents. (x/y^2)^2 is the most simplified version you could arrive at. Hope this helps! Also, I'm basically convinced in buying Thymesia :D
x^2 y^-4 is the answer i believe 1. any number to the power of a negative number, is the reciprocal of the positive power. meaning x^-7/16 can be written as 1/x^7/16 and the opposite for 1/x^-3/16 which can just be written as x^3/16 2. it can now be written out as ((x^3/16 y^1/2)/x^7/16)^-8 3. we now look at the x section the top x^3/16 can be fully cancelled out. because the bottom can divide it. you can subtract 3/16 from 4/16 in the bottom numbers power because of the cancelling of the top x. this leaves us with (y^1/2 / x^4/16)^-8 4. we could also write that as (y^1/2 x^-4/16)^-8 5. using the law of indices, (a^b)^c = a^bc we multiply the indices of both x and y by -8. leaving us with x^2 y^-4 i hope i was of some help
swordfighting the guys feels like such an actual battle instead of just [rolls from big attack, slaps sword away and then stabs them] i'm really loving how smooth this all is lol
So for Solar’s math problem, firstly you’ll simplify everything in between the brackets. The general rule is X^2/X = X^2-1. What you’ll do is (-7/16) - (-3/16) = (-7/16) + (3/16) = -4/16. That’s the exponent for X. Then you multiply (-4/16) with (-8) and do the same thing with the (1/2) from the Y. Then make sure that you remove the “-“ in the exponents then you’re all finished up Edit: so the final answer is (X^2)/(Y^4) Edit 2: thanks to Preyhunter for correcting me
Hmmm. Long way to do it involves dividing the inside statement by itself 8 times, then adding and canceling out the divisiors as much as possible. I don't know if that actually makes it simpler, but it's a way to manipulate the equation. You might also be able to cancel out the Xs and get ×^-4/16. Alternatively, you can bring the lower X above the line, turning it to ×X^3/16, and work from there. I'll get back to you in a while if i can get some writing going on. Might consult with my mom, as she's qualified as a maths teacher and thus might be able to remember the algebra better.
So, someone else in the comments (Hqlcyon) already did it quicker and simplier than I, so i won't be doing anything more. I also got stuck on bringing in the -8 exponent, but as it turns out all you need do is multiply it into the internal powers, a very neat and pretty method indeed.
Fun fact. When Covidious Cornwall the 19th first struck and they told me to wear a mask, I wore a plague doctor outfit to school and Walmart. Best choice of my life.
Oh yeah, Urd is a better answer for the "final boss" slot. Not sure why they didn't use her and just put her as the last guard to the place you needed to go to either get to philosophers hill (since supposedly you did all this stuff already) or to the tree to make the cure. She's got a fun fight too!
you remind me of one of the kids I taught , he had ADHD , but he was super jazzed about everything and had an infectious energy about him. Really nice kid
I never knew Zanny had a raging hard on for Plague Doctor, since he played this game and then started asking the crew if they liked plague doctors as well. Personally, I love their aesthetics, costume and how you can wear a bowler hat & look balling *while treating Plague victims.*
I just learned the word "Hyperthymesia" yesterday and today zanny uploads a video about a game called Thymesia... coincidence? *I THINK NOT!* Edit: Happy Birthday, Miro!
@@TerribleScroll Thymesia in greek just means Memory, so with that in mind: Hyperthymesia is an extremely rare ability in the world rn with only around 60-70 people having it; those diagnosed with this can remember every moment in their life very vividly, it's pretty cool :). Edit: nearly everything
@@GypsyDanger2000 Thymesia in greek just means Memory, so with that in mind: Hyperthymesia is an extremely rare ability in the world rn with only around 60-70 people having it; those diagnosed with this can remember every moment in their life very vividly, it's pretty cool :). Edit: nearly everything
That math problem is actually pretty easy. The -8 means it is 1/expression. So when looking at the expression, since it is all multiplication and division you can multiply the exponents of each variable by 8. This will give (x^(-7/2)y^4)/x^(-3/2). Since the exponents for the x in the numerator and denominator of the expression are equal in the denominator of their exponents, they can simplified into one single x. Since it is division, the exponents will be subtracted from each other which will look like x^((-7/2) - (-3/2)) = x^((-7/2) + (3/2)) = x^(-4/2) = x^(-2) = 1/x^2. So the final expression amounts to 1/(y^4/x^2) = x^2/y^4. Edit: I was drunk as fuck when I wrote this and accidentally typed x/2 instead of 1/x^2.
My favorite part was when John Plague said “it’s plaguing time!” and plagued all over the place. That’s when I knew this was one of the video games of all time.
I don't believe that man has *ever* been to medical school... This was glorious across the board. From game to commentary. Thank you for blessing us with this, Zanny.
The areas also have sub quests. I think that it is important to play them too to experience the entire game. BTW you can't only use the feathers to parry crits, but also to stop the enemies wounds from regenerating.
The negative exponent can be made positive by flipping it from numerator and denominator and vice versa. Take the numerator exponent value for x on the inside and subtract the denominators x value. These two steps can happen in either order. Do not cancel the y term at all. The -8 exponent on the outside can be distributed. Exponent to an exponent are multiplied together so you should end up getting at the end (x^2/y^4)
i know, it's right on time 😂 simplified expression is x^2/y^4. firstly, deduct -3 from -7 giving x to the power -4/16. then multiply the power of each variable by -8.
The answer is x^2/y^4 UA-cam won't let me post the desmos, but basically when you have an equation like (a^b)^c, you can simplify the equation by multiplying thre outside exponent/power by the inside exponent so (a^b)^c=(a^bc) This leaves you with [(x^56/16*y^-8/2)/(x^24/16)] which gets you to the next step. Due to the nature of exponents(they are multiple multiplications), doing (a^4)/(a^2) just means you have to subtract the exponents of the bottom/denominator from the top/numerator. There is one x at the top and one x at the bottom so you subtract the bottom x exponent from the top one. This leaves you with (x^32/16*y-8/2) which can be simplified to (x^2*y^-4), but since negative exponents basically are the inverse(opposite, for example, the opposite of 2 or double is 1/2 and the opposite of 3 or triple is 1/3) of an exponent, y^-4 really means 1/y^4 so y falls to the bottom/becomes a denominator because multiplying by a fraction is division(1*1/2=-1/2, 2*1/2=2/2=1 and 3*1/2=3/2 So the answer is (x^2/y^4
Happy Birthday Miro! Also I got Thymesia the day it came out and I have to say that I agree with you on every point you made about it, it should be judged on its own merits not compared to other games.
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P.S. There's a telegram scam bot in the comments. Don't fall for it.
No
love how you're using free labor to get math homework done lmao.
An exponent to and exponent is the same as multiplication so first multiply each exponent by -8 to get (x^56/16 y^-8/2)/x^24/16. Dividing exponents is the same as subtraction so do 56/16 - 24/16 to get x^32/16 y^-8/2. You can then simply the fractions to get x^2 y^-4. If you want to get rid of a negative exponent you can move it to the other side of the fraction, since y is in the numerator, move it to the denominator to get x^2 /y^ 4.
@@MYNAM3ISD13G0 yeah I got the same answer with a different method
0:54 Zanny are you simping for a female plague doctor
I’ve always wanted to play as a homicidal plague doctor fighting a mutated version of the Black Plague
As have we all.
Crowsworn should be coming out in a little bit lol
Isn't that what Bloodborne is about? Only with more furries?
SCP-049 simulator.
Fair enough
The game: does anything
zanny: *"WOO GAME OF THE YEAR!"*
bloody step up from saints row
He plays For Honor, the bar is set pretty low lol
@@jjnitro1249 for honor has so many issues but the combat and animations are def not one of them
@@kin-3877 the animations are fine but the combat is uhhhhhhh, yknow not so fine.
@@ALoser-ThisIsTotallyUnique when i say the combat is good. I def don't mean balanced don't worry lmao
The answer to that problem at the end is x^2/y^4 which can also be written as (x/y^2)^2
You first do x^-7+3/16 (signs are flipped when same base exponents are moved from division to multiplication) which gives you x^-4/16 = x^-1/4
Next you multiply both the x and y exponents with -8 to give you x^2 and y^-4 which can be written as x^2/y^4
Also, I loved thymesia after elden ring, looking forward to that new lies of p game now
👏
I only got the half of that good job bro
Truly impressive
Beat me to it!
In awe of your math skills. 😳
Happy birthday Miro 👏👏🥳🥳🥳
Water sucks
No it’s cool. Chug the whole bottle, you’ll see.
Water is life
Si amigo
Legend, Stay hydrated.
"Yeah plague doctors look sick"
Best unintentional pun ever.
i think just a normal one you decided to put too much thought into
Citizen:
"Doctor I have heart disease!"
Plague Doctor:
*Takes their Heart*
"I have removed the heart disease."
Funny comment, and Nice scam link up there, reply bot #34649859!
@@inserisciunnome i swear to god if i see another one of those stupid fucking bots i'm going to migrate to xbox chat
Artemy Pathologic... 🤦♀️ love him but omfg
@@inserisciunnome thanks for scaring the bot off champ
There is no disease if there is no heart
“Don’t be vague, try the plague”
-Sun Zoo
YOU SAID TZU WRONG IM GONNA TZU YOU
like Sue but tzu please laugh
@@Confirmed_Normal_Human um ha ha ...
I 100% agree with Mr. Zoo, after all you don't know if you don't like it unless you try it.
Sun tzu
I remember I had a dream about being a plague doctor who tried to cure people with the black plague which gave them enhanced fighting skills with all weapons and the doctor would cure them with urine and murder. So glad they made that a reality
Why urine?
@@shifusdad why not urine
@@shifusdad golden shower heals them all.
@@betabeast12 understandable
R Kelly is in all of us
the answer is x^2/y^4. First you switch the x^-3/16 back up (because negative powers switch which side of the fraction line they are on) and the x^-7/16 would go down. Some of the x's cancel, because when you divide exponents by each other, you just subtract the powers: 3/16 - 7/16 = -4/16. Since the power over the x is now negative it goes back to the denominator; however, with the -8 power waiting outside, you multiply the powers making it x^-2. Since it is a negative again, you need to switch it back up. The x's are finally done leaving x^2 on top. Now the y's are a lot easier. Y^1/2 times -8 makes it y^-4. Once again, since the exponent is negative, it goes to the bottom (the denominator). So you are left with x^2/y^4. Love your vids Zanny. Hope Solar got some help earlier (I am late to this video).
What a Chad
can u explain in it star wars terms
i had my suspicions on the answer.
This shit is not college level math man we were doing this shit in 9th grade☠️
@@saatvikkalra6061 Stop the cap, I knew our intellect had gotten low but I refuse to believe we became morons
Zanny: "Much like Anakin I am a fast learner"
How I wish he finished it: "and much like Anakin I will show these orphans my sick moves"
“Stop healing!” The direct opposite of a doctor 😂
To be fair, plague doctors would do anything *but* heal someone
Cause he diagnosed him with D E A T H 😂
always a great day when zanny uploads
Agreed
"Im a doctor, but im also sick of your shit."
-these guys probably.
As a first year resident doctor at a public hospital, I can confirm this game represents what is for us a regular Tuesday.
As a fellow Sekiro lover, I'm happy to see you enjoy this game as much as I did. Such a satisfying combat system that actually holds a candle to Sekiro. You can in fact deflect any attack that isn't a critical attack with the green flash, or the ultimates with the red flash used by the bosses. So yes, you can deflect even The Hanged Queen.
My only problem is I want there to be more. Speaking of which, if you do the side quests, each zone has another unique boss fight.
I’m glad maxor is getting the recognition he deserves
Same. But for some dumb reason that makes me think zanny may play MGR 💀
Timestamp? Love him btw
@@arbyte4 0:40
@@arbyte4 5:05 too
Max0r is already big what do you mean lmao
The answer to your friend's maths problem is x^2 / y^4.
First, you simplify the two x terms. Something in the form x^n / x^m = x^(n-m), so the x terms become x^-1/4.
Then I applied the negative of the outside power, making the expression 1 / (x^-1/4 * y^1/2).
Then, you apply the outside power by multiplying the x and y's powers, as (x^n)^m = x^(nm). This gives us 1 / (x^-2 * y^4).
The last step is to move the x term to the top of the fraction. You can do this because the power is negative.
Thus, the most simplified form is x^2/y^4.
(I haven't done maths for a while so if I'm wrong please correct me)
That is correct
Chad
What sorcery is this?!
Not all heroes wear capes
Ay yes i understand all of those *numbers*
Hey Zanny so it turns out there’s multiple endings in the game and you got the basic one, you need to do all the side quests to get the true ending instead of immediately going from Grey Armor to the final memory
Thanks for this. Now I am more excited to get the game.
@@orboakin8074 I’m so tempted to buy it
@@superspartan8086dew it
0:57 I died and was brought back to life by Zanny's voice as well as his amazing drip, only thing we need now is a Destiny 2 Plauge fit
The dog part melted my heart
They way that zanny started the vid was 10/10.i am already interested to buying this game
Zanny really going down the dark souls-esque rabbit hole and I’m all for it
Can you blame him, I’m in that rabbit hole.
I'm so glad your playing this. Bought it randomly and I absolutely love it. Especially the combat. Every part of it just feels so nice when you pull it off. I just wish it was a longer experience but ill take quality over quantity any day.
Odur was really one of the most unique boss fights ive ever experienced. he's so fun to fight, and his theme music is the greatest theme out of any boss fight in gaming
I imagine a patient walks in and immediately leaves upon hearing “I DIAGNOSE YOU WITH DEATH”
So, who's gonna tell him he missed over half the bosses in the game?
I litterali dong kare
Only two bosses right? Such a shame it's so short
@@silekkelboom9002 no, 4
Or just y'know, he didn't wanna spoil everything?
@@wolflordxyz 7 actually. Odur, Hanged Queen, Sound of the Abyss, Mutated Odur, Urd, Varg, then yourself
"It's always a good day when the Zan Man uploads."
-Sun Tzu
I can confirm that after this video, I am finally motivated enough to pursue a career as a doctor
I feel like 2:25 is an actual conversation in medieval times and when he says "get you patched up" the doctor points and pokes at the blisters a little bit and quickly realises "and she's dead."
X and Y are multiplied together so when two indices are multiplied they are actually added together (-7/16 + 1/2) then you subtract the indices at the bottom since it is divided [(-7/16 + 1/2) - (-3/16)] when you multiply the indices outside the brackets you just multiply them together.
Damn 2 years already?? I remember when you got kirin. Time flies
10:26 "I diagnose you with DEATH" 😂😂😂
14:49 Whenever, there is a power/index outside the bracket, then the outside power is to be multiplied with the power of each variable inside the bracket.
So in the numerator, after removing the brackets, x^(-7/16) becomes x^(7/2).
And y^(1/2) becomes y^(-4).
Similarly in the denominator, x^(-3/16) becomes x^(3/2).
Thus, the general value becomes [ x^(7/2) * y^(-4) ] / x^(3/2)
We know, when the same variable is present in both numerator & denominator, then the denominator power gets subtracted from the numerator power. Here, x is present in both numerator & denominator.
Thus the power of x ultimately becomes (7/2 - 3/2)= 4/2 = 2.
So, the answer becomes x^2 y^(-4).
Now, y^(-4) can be further simplified to 1/(y^4). [Negative sign in the power, indicates inversion]
Thus the answer is (x's square) upon (y's power 4) , i.e
(x^2) / (y^4)
You did a good job, also it funny how we are now doing math and it’s not homework
Pin this man
00:42 we NEED a maxor and zanny collab the amount of epileptic kids that would be killed in that vid would b crazy
The idea they used the MC as a boss is a fine twist, would have been indeed better if they made yet another weird boss afterwards but it was still a fine work.
The sword clashes were just sooo entertaining 12:52
literally my childhood dream game
4:27- HONDO!
I love when you quote obscure Clone Wars episodes.
“Insolvence? HAH! We are PIRATES! We don’t even know what that means.”
This is a great game, I bought it on release and its cool to see you play it too. I haven't gotten to far into it but I wish they had plague doctor drip for some customization(cause all good games got fashion).
Hey Zanny, hey Solarvoid4, if you're reading this, I don't know if the problem at the end of the video was solved, but here's my explanation. Hope it's helpful :)
All you need to solve the problem is basic exponent rules. We have (x^(-7/16)*y^(1/2))/x^(-3/16)^-8. Since the fraction part has the like term x in both the numerator and the denominator, we can simplify the x terms. When dividing like terms with different exponents we follow this rule: x^a / x^b = x^(a-b). Here we have x^(-7/16) / x^(-3/16). The two exponents have the same denominator, which makes life easier. As per the rule, the simplified version would be x^((-7-(-3))/16) = x^(-4/16). That gets rid of the denominator! We are left with (x^(-4/16) * y^(1/2))^-8. The rule that applies here is: (x^a * y^b)^c = x^ac * y^bc. So, we have x^((-4/16)*-8) * y^((1/2)*-8) = x^(-4*-8)/16 * y^(1*-8)/2 = x^(32/16)*y^(-8/2). We can simplify the x term to x^2 and the y term to y^-4. Since the problem demands the most simplified version, standard practice is to rid the final ver of negative exponents if possible. Here, it's easy, as y^-4 = 1/y^4. So we have: x^2 * 1/y^4 = x^2 / y^4. Almost done! Depending on what exactly is required, you could either leave it at that or take power 2 out of the fraction since (x/y)^a = x^a / y^a. We can reverse this and notice that power 2 is common to both exponents. (x/y^2)^2 is the most simplified version you could arrive at. Hope this helps!
Also, I'm basically convinced in buying Thymesia :D
Love when zanny blesses us with his singing voice. Genuinely
Bro I was looking for this comment. He actually sings hella good
0:39 Zanny referencing Max0r brings us one step closer to a Martincitopants and RussianBadger crossover.
Zanny simping for this game is great XD. 'Game of the year!' LOL. No doubt that first boss theme is going to live rent free in his head forever.
2:07 thanks for the meme format Zanny, always a pleasure doing business with you
OUT HERE IN THE FIELDS!
x^2 y^-4 is the answer i believe
1. any number to the power of a negative number, is the reciprocal of the positive power. meaning x^-7/16 can be written as 1/x^7/16 and the opposite for 1/x^-3/16 which can just be written as x^3/16
2. it can now be written out as ((x^3/16 y^1/2)/x^7/16)^-8
3. we now look at the x section the top x^3/16 can be fully cancelled out. because the bottom can divide it. you can subtract 3/16 from 4/16 in the bottom numbers power because of the cancelling of the top x. this leaves us with (y^1/2 / x^4/16)^-8
4. we could also write that as (y^1/2 x^-4/16)^-8
5. using the law of indices, (a^b)^c = a^bc we multiply the indices of both x and y by -8. leaving us with x^2 y^-4
i hope i was of some help
swordfighting the guys feels like such an actual battle instead of just [rolls from big attack, slaps sword away and then stabs them] i'm really loving how smooth this all is lol
So for Solar’s math problem, firstly you’ll simplify everything in between the brackets. The general rule is X^2/X = X^2-1.
What you’ll do is (-7/16) - (-3/16) = (-7/16) + (3/16) = -4/16. That’s the exponent for X. Then you multiply (-4/16) with (-8) and do the same thing with the (1/2) from the Y. Then make sure that you remove the “-“ in the exponents then you’re all finished up
Edit: so the final answer is (X^2)/(Y^4)
Edit 2: thanks to Preyhunter for correcting me
wouldn’t it be x^2/y^4?
@@preyhunter4179 yup you’re correct made an error. -7+3 is indeed -4 I’ll correct it and write in it that you corrected me. Thanks
Hmmm.
Long way to do it involves dividing the inside statement by itself 8 times, then adding and canceling out the divisiors as much as possible. I don't know if that actually makes it simpler, but it's a way to manipulate the equation.
You might also be able to cancel out the Xs and get ×^-4/16.
Alternatively, you can bring the lower X above the line, turning it to ×X^3/16, and work from there.
I'll get back to you in a while if i can get some writing going on. Might consult with my mom, as she's qualified as a maths teacher and thus might be able to remember the algebra better.
So, someone else in the comments (Hqlcyon) already did it quicker and simplier than I, so i won't be doing anything more. I also got stuck on bringing in the -8 exponent, but as it turns out all you need do is multiply it into the internal powers, a very neat and pretty method indeed.
answer is x squared over y to the power of 4
@@somebodyperson1741 yes yes, i am aware.
@@somebodyperson1741 well he did simplify the step by step towards the answer and there's a long way to make it
Fun fact. When Covidious Cornwall the 19th first struck and they told me to wear a mask, I wore a plague doctor outfit to school and Walmart. Best choice of my life.
You absolute madman
Lmao me too shit was fun
Oh yeah, Urd is a better answer for the "final boss" slot. Not sure why they didn't use her and just put her as the last guard to the place you needed to go to either get to philosophers hill (since supposedly you did all this stuff already) or to the tree to make the cure. She's got a fun fight too!
you remind me of one of the kids I taught , he had ADHD , but he was super jazzed about everything and had an infectious energy about him. Really nice kid
12:09 Shadow Link Fight!!! The arena and everything!
I never knew Zanny had a raging hard on for Plague Doctor, since he played this game and then started asking the crew if they liked plague doctors as well.
Personally, I love their aesthetics, costume and how you can wear a bowler hat & look balling *while treating Plague victims.*
I actually genuinely enjoy the singing moments in these type of videos.
I just learned the word "Hyperthymesia" yesterday and today zanny uploads a video about a game called Thymesia... coincidence? *I THINK NOT!*
Edit: Happy Birthday, Miro!
so what does it mean
what does it mean then?
@@TerribleScroll Thymesia in greek just means Memory, so with that in mind: Hyperthymesia is an extremely rare ability in the world rn with only around 60-70 people having it; those diagnosed with this can remember every moment in their life very vividly, it's pretty cool :).
Edit: nearly everything
@@GypsyDanger2000 Thymesia in greek just means Memory, so with that in mind: Hyperthymesia is an extremely rare ability in the world rn with only around 60-70 people having it; those diagnosed with this can remember every moment in their life very vividly, it's pretty cool :).
Edit: nearly everything
@@chronosverse4797 hey thats amazing, sering this makes the memory lost when you die in the game more sense
“This situation is no longer profitable” HONDO OHNAKA QUOTE! What! May be a year late but just found you and you’re kicking it
they put their heart and soul into what i see as 2 of the most important parts of a good video game: the music and flow of combat
"I learned that in medical school" is definitely the greatest line for this game
That math problem is actually pretty easy. The -8 means it is 1/expression. So when looking at the expression, since it is all multiplication and division you can multiply the exponents of each variable by 8. This will give (x^(-7/2)y^4)/x^(-3/2). Since the exponents for the x in the numerator and denominator of the expression are equal in the denominator of their exponents, they can simplified into one single x. Since it is division, the exponents will be subtracted from each other which will look like x^((-7/2) - (-3/2)) = x^((-7/2) + (3/2)) = x^(-4/2) = x^(-2) = 1/x^2. So the final expression amounts to 1/(y^4/x^2) = x^2/y^4.
Edit: I was drunk as fuck when I wrote this and accidentally typed x/2 instead of 1/x^2.
My favorite part was when John Plague said “it’s plaguing time!” and plagued all over the place. That’s when I knew this was one of the video games of all time.
When John Corvus said “it’s corvin time” and corved all over the enemies
As something of a plague doctor enthusiast myself, this game has fully grabbed my attention. Thanks for showcasing it 👀
this is what you get if scp 049 had a baby with literally any sword game
Zanny plays such weird games and still makes it hilarious
Weird? This isn't even weird imo
Finished the game yesterday, despite its relatively short story it was actually pretty fun.
9:46 reminds me of the gorgara from fallen order
After seeing this now I want to play the game
I don't believe that man has *ever* been to medical school...
This was glorious across the board. From game to commentary. Thank you for blessing us with this, Zanny.
Zanny, You seem like you really enjoyed making this video. Great one as always..!!
9:34 that “manananggal tangina” 😂
As someone Filipino it really reminded me UA-camrs are humans XD
When a doctor truly fights for your health
The Hondo onaka reference got me
The areas also have sub quests. I think that it is important to play them too to experience the entire game.
BTW you can't only use the feathers to parry crits, but also to stop the enemies wounds from regenerating.
You’re the first person I’ve seen actually make this game look fun! May actually pick it up now since I fucking LOVE Sekiro
Do it. I’m a Sekiro fanboy and Thymesia is fucking good.
Loved it so fuvking much, it’s short in scale but the gameplay is addicting
6:08 you know when the game is good when he starts laughing like a french
2:17
"Yeah plague doctors look sick"
Plague doctor:
"Yeah plague doctors look sick"
Plague doctor: they look *what*
9:23 can confirm, we do 😂😂😂😂😂
Every time Zanny sings he surprises me with how good he is
Banger song he sung tho
@@gonk3551 true
@@lukewexler8674 we will carry onnnn
Got me for a second at 0:31 because that my phone wallpaper
Let’s gooo new video
The negative exponent can be made positive by flipping it from numerator and denominator and vice versa. Take the numerator exponent value for x on the inside and subtract the denominators x value. These two steps can happen in either order. Do not cancel the y term at all. The -8 exponent on the outside can be distributed. Exponent to an exponent are multiplied together so you should end up getting at the end (x^2/y^4)
I like to imagine they quarantined us in 2020 cause all the doctors were running around like this
4:57, as you can see one of these three friends is afflicted with the plague, obviously due to the severe loss in cognitive ability
There’s multiple endings to thymesia with different bosses
i know, it's right on time 😂 simplified expression is x^2/y^4. firstly, deduct -3 from -7 giving x to the power -4/16. then multiply the power of each variable by -8.
Scp FOUNDATION be like:well we can't do anything
19th Century Peasant : _(Breaks His Ankle)_
The Doctor : _(Lifts up a Rusty Bonesaw)_
"The Pestilence must be cured..."
3:35
*sees price is in Philippine peso*
Me: *lupang hinirang intensifies*
Also, maligayang kaarawan, Miro!
What he said about learning about boss moves is true however in elden ring i killed most boss on my first try including Placidussax and fire giant
"I don't believe that man has ever been to medical school."
-Buzz Lightyear, Toy Story
Using the axe (which stuns) absolutely trivializes the Hanged Queen.
0:25 3 POINT DOCTOR COMBO!!
the one boss he will never beat in these types of games....Inquistor Cal Kestis from Fallen Order...
Edit: I literally commented this before 12:26
Gerard Way's version of black parade feels like an amateur effort compared to zanny's
Currently in medical school, can confirm that Mikiri countering is on the board exams.
0:54 The plague is strong, I can feel it.
4:00 Fun Fact, those masks never existed outside of a few pictures.
8:18 you're welcome
The answer is x^2/y^4
UA-cam won't let me post the desmos, but basically when you have an equation like (a^b)^c, you can simplify the equation by multiplying thre outside exponent/power by the inside exponent so (a^b)^c=(a^bc)
This leaves you with [(x^56/16*y^-8/2)/(x^24/16)] which gets you to the next step. Due to the nature of exponents(they are multiple multiplications), doing (a^4)/(a^2) just means you have to subtract the exponents of the bottom/denominator from the top/numerator. There is one x at the top and one x at the bottom so you subtract the bottom x exponent from the top one.
This leaves you with (x^32/16*y-8/2) which can be simplified to (x^2*y^-4), but since negative exponents basically are the inverse(opposite, for example, the opposite of 2 or double is 1/2 and the opposite of 3 or triple is 1/3) of an exponent, y^-4 really means 1/y^4 so y falls to the bottom/becomes a denominator because multiplying by a fraction is division(1*1/2=-1/2, 2*1/2=2/2=1 and 3*1/2=3/2
So the answer is (x^2/y^4
I was gonna start typinh the answer but you stole all the glory
Happy Birthday Miro! Also I got Thymesia the day it came out and I have to say that I agree with you on every point you made about it, it should be judged on its own merits not compared to other games.
0:40 MAXOOOOR!!! WOHOO :D