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Math By The Pixel
Canada
Приєднався 26 вер 2014
At Math By The Pixel, I break math down into pixel-sized chunks that don't suck. I use pixel art to make math as fun as your favorite video game.
On this channel, you will find shorts that are designed to get to the bottom of an explanation quickly so that can learn exactly what you need to succeed. You will also find a massive collection of full length mathematics tutorials for when you need a deeper explanation.
On this channel, you will find shorts that are designed to get to the bottom of an explanation quickly so that can learn exactly what you need to succeed. You will also find a massive collection of full length mathematics tutorials for when you need a deeper explanation.
3 Examples That Prove Trinomial Factoring Is Easier Than You Think
In this video I will walk you through 3 examples that prove trinomial factoring is a lot easier than you think it is! The key to mastering trinomial factoring is finding a fast, efficient, and easy to use strategy. And that's where my 'roundhouse kick' method comes in!
In this video I will share a trinomial factoring strategy that I have been teaching my students for over 10 years. This strategy has helped thousands of students overcome their struggles with factoring trinomial expressions because it completely avoids the need for common factoring, factoring by grouping, and any complex algebra that usually leads to confusion.
It is a lot easier to learn how to factor complex trinomials when the value of a is not equal to 1 than you think it is! Stick with this method and you will be mastering trinomial factoring in no time!
Grab the practice worksheet with full video solutions here! ► math-by-the-pixel.ck.page/83bb9829ce
SUBSCRIBE to Math by the Pixel ► www.youtube.com/@MathByThePixel
Learn more ► mathbythepixel.com/
Support my work on Patreon ► www.patreon.com/mathbythepixel
In this video I will share a trinomial factoring strategy that I have been teaching my students for over 10 years. This strategy has helped thousands of students overcome their struggles with factoring trinomial expressions because it completely avoids the need for common factoring, factoring by grouping, and any complex algebra that usually leads to confusion.
It is a lot easier to learn how to factor complex trinomials when the value of a is not equal to 1 than you think it is! Stick with this method and you will be mastering trinomial factoring in no time!
Grab the practice worksheet with full video solutions here! ► math-by-the-pixel.ck.page/83bb9829ce
SUBSCRIBE to Math by the Pixel ► www.youtube.com/@MathByThePixel
Learn more ► mathbythepixel.com/
Support my work on Patreon ► www.patreon.com/mathbythepixel
Переглядів: 52
Відео
Stop Factoring Trinomials the Hard Way (Do THIS Instead!)
Переглядів 872 дні тому
In this video I will explain my favorite trinomial factoring strategy that will make it super easy to factor any trinomial when the value of a is not equal to 1. Factoring trinomials doesn't have to be a long complicated and confusing process! In my teaching experience, factoring trinomials is one of the most difficult concepts that students struggle with. And it is such an important skill! The...
Master Factoring Complex Trinomials with This EASY Trick!
Переглядів 7314 днів тому
In this video I am going to share an easy trick that you can use right now to master factoring complex trinomials! When learning how to factor complex trinomials, most teachers use strategies that involve complicated algebra strategies such as factoring by grouping and common factoring. Strategies like magic squares or factoring by decomposition are great, but many students find the steps invol...
Welcome to Math By The Pixel (Channel Trailer 2024)
Переглядів 186Місяць тому
Welcome to Math By The Pixel! My name is Jordan and I teach math. But I don’t just like stand there at the board and make you.. bored. I put a lot of time into planning out my math videos so that they are both entertaining and helpful. I am a life long retro gamer and a pixel artist and I love finding ways to combine these passions of mine with math. I have a pet rabbit named peaches who someti...
The Key to Solving a Linear System Using Elimination is... TETRIS?
Переглядів 2279 місяців тому
The Key to Solving a Linear System Using Elimination is... TETRIS?
Weird Substitution Examples that Confuse Students when Solving Linear Systems
Переглядів 25011 місяців тому
Weird Substitution Examples that Confuse Students when Solving Linear Systems
How to Solve a System of Linear Equations Using Substitution
Переглядів 26811 місяців тому
How to Solve a System of Linear Equations Using Substitution
Can YOU predict how these lines intersect?
Переглядів 26411 місяців тому
Can YOU predict how these lines intersect?
Can YOU find the point of intersection of the lines by graphing?
Переглядів 21311 місяців тому
Can YOU find the point of intersection of the lines by graphing?
How to Find the Intersection of Lines in Three Dimensions EXAMPLE!
Переглядів 940Рік тому
How to Find the Intersection of Lines in Three Dimensions EXAMPLE!
Are These 3D Lines Parallel? (Full Example!)
Переглядів 2,2 тис.Рік тому
Are These 3D Lines Parallel? (Full Example!)
Jingle bells but it's a math teacher playing toy drums
Переглядів 153Рік тому
Jingle bells but it's a math teacher playing toy drums
Intersecting Lines in Three Dimensions (VISUAL Explanation)
Переглядів 593Рік тому
Intersecting Lines in Three Dimensions (VISUAL Explanation)
The ULTIMATE TRICK for How to Get Better at Math FAST!
Переглядів 2,5 тис.Рік тому
The ULTIMATE TRICK for How to Get Better at Math FAST!
Find the Derivative of a Function Using First Principles (FULL EXAMPLE)
Переглядів 434Рік тому
Find the Derivative of a Function Using First Principles (FULL EXAMPLE)
This first principles definition trick makes things too easy
Переглядів 359Рік тому
This first principles definition trick makes things too easy
Understanding Vectors in Three Dimensional Space
Переглядів 625Рік тому
Understanding Vectors in Three Dimensional Space
How To Calculate the Dot Product of Two Vectors (With Examples!)
Переглядів 697Рік тому
How To Calculate the Dot Product of Two Vectors (With Examples!)
Algebraic Vector Addition and Subtraction (Cartesian Vectors)
Переглядів 716Рік тому
Algebraic Vector Addition and Subtraction (Cartesian Vectors)
How to Multiply a Vector by a Scalar (Scalar Multiplication Examples)
Переглядів 846Рік тому
How to Multiply a Vector by a Scalar (Scalar Multiplication Examples)
How to Calculate Ground Velocity (Application of Vector Addition Example)
Переглядів 1,5 тис.Рік тому
How to Calculate Ground Velocity (Application of Vector Addition Example)
VECTORS True Bearings and Quadrant Bearings
Переглядів 2,1 тис.2 роки тому
VECTORS True Bearings and Quadrant Bearings
How to Find the Exact Value Using a Reference Angle WITHOUT A CALCULATOR! (Trigonometry)
Переглядів 5 тис.2 роки тому
How to Find the Exact Value Using a Reference Angle WITHOUT A CALCULATOR! (Trigonometry)
How to find Exact Values of Trigonometric Functions USING YOUR HAND!?
Переглядів 2,1 тис.2 роки тому
How to find Exact Values of Trigonometric Functions USING YOUR HAND!?
How to Solve Advanced Trigonometric Equations with 6 solutions
Переглядів 8952 роки тому
How to Solve Advanced Trigonometric Equations with 6 solutions
How to use the product rule instead of the quotient rule!
Переглядів 1,8 тис.3 роки тому
How to use the product rule instead of the quotient rule!
Thank you, subscribed
Hey thanks! Lots more like this coming soon! 🤓
You’re extremely underrated!
Thanks! I’m working to grow this channel 🤓👍
Why so underated?
Really appreciate that! I'm working hard to grow this little channel! 🤓
Wow. Thanks.
🤓👍
i hate it when my variables are mario and luigi
It’s pretty alarming when you’re not expecting it
Thanks! This makes much more sense now!
Thanks for the challenge! This was a lot of fun to make! 🤓🖖
Could you factor with three? What about four?
Can you factor a trinomial with FOUR variables!? (Ridiculous example) #shorts
Bold of you to assume that I still factore binomials at all 😮
My bad. I mean, did you ever even?
What is the dot and cross product of 2 unlike vectors
The dot product will tell you if the two vectors are perpendicular or not. The cross product will produce a vector that is perpendicular to both of the original vectors.
I bought 6 extra large eggs in Aldi last week and everyone of the eggs had 2 yolks inside. Couldn't believe it!
It's pretty shocking, isn't it!? That's what happened to me and let me make this video!
Hello again for the 3rd time, how about 2x²+7x+6 I got an answer of (x+1) (4x+3) but using the AC method I got the answer (2x+3) (x+2)
Could you please point out where I got it wrong
@@edrickcerera5911 sure! So the two numbers will be 4 and 3. Dividing them each by 2 will produce 4/2 and 3/2. Reducing the first fraction gets us 2/1. Tipping them makes (x+2)(2x+3).
Ohh I see thank you 😊
No problem!
Hello again, can you try factoring 3x²-10x+3, when I did your way I got an answer but when I try to expand the answer I didn't get the given
Sure, no problem! For this one, you want two numbers that add to get -10 while also multiplying to get 3 times 3, or 9. The two numbers will be -9 and -1. Dividing each of those by our a-value of 3 will create two fractions -9/3 and -1/3. Reduce the first fraction to get -3/1. Tipping the fractions over will give us (x-3)(3x-1).
@@MathByThePixelyes that's also what I got but when I try to expand it again it becomes 3x²-x-6x+7 = 3x²-7x-7
Just be careful when expanding. You have to remember that you are multiplying. It looks like you may have added -3 and -3x to get -6x. If you remember to multiply here, you should get -9x rather than the -6x.
Ohh my bad 😅 it's pretty late here on my country and I am reviewing for a quiz tommorow
No problem! It’s better to figure it out here then make the mistake on the quiz, right! Best of luck tomorrow! You got this! 🔥
Hello, Can you try factoring 2x² + 8x + 8 cuz when I did it your way I got (x+2) (x+2) but when I used ac method I got 2(x + 2)²
Good question! For this one, you want to make sure you common factor first. Since there is a common factor of 2 amongst all three terms, we can remove that first. That will result in 2(x² + 4x + 4). From there, we can just your ac method to get 2(x+2)². Hope that helps!
This isn't random. I did some basic research. This strategy works by compensation and is basically a shortcut for the Australian method for factoring Quadratics.
You are correct! Definitely not random in the sense that it 100% has a valid explanation and proof for its legitimacy 🤣. However, it's definitely random by the standards teachers set for factoring. Where I teach, our curriculum dictates that we teach students how to factor using decomposition, which always confuses the daylights out of students, and in my experience, turns them off of factoring altogether. And we don't want that, do we!
Can you make a video on factoring trinomials with 2 variables
Factoring a trinomial with two variables is a lot easier than you think #shorts
Thanks!
Thanks for the support my friend!
Im commenting separately so it works. 0.6t^4 - 27t^3 + 405t^2- 2240t + 3200 = 0
I don't see a way to solve this algebraically, that's for sure. I would probably just use graphing technology to identify the locations of the intercepts if it were me!
@@MathByThePixel yeah that makes sense thanks.
The rest is correct
Got it, thanks!
Im past calc 2 and this has always been one of my weak spots in mathematics. Thats amazing thanks.
This is true for a lot of people, you’re not alone! I always say that factoring is one of the most important foundational math skills. Glad to hear this was helpful for you! 👍
@MathByThePixel maybe you could help me with my current problem. .6t^4 -27t^3 + 405t^2- 2240t + 3200. I need all possible zeros form t =0 to t=18. The problem says to use a computer or a calculator but I'm unsure in which manner it suggests. I graphed it but that didn't give an exact answer. If you can help, don't tell me the answer, just give me a hint on how to proceed.
Forgot a minus sign before 2240t
@gregorymandel979 I can take a look, sure. Can you write your function again though? There appears to be some weird formatting in the comment you left
The equation I gave is the derivative of a problem that goes from t =0 to t=18.
Thanks for helping 😊❤😊😊❤😊
Happy factoring! 🤓
Does x-1 mean "x=-1"?
If x-1 is a factor, then x=1 will be a solution.
@@MathByThePixel thank you
Thank you ❤you saved my life 😅
So glad you found it helpful! 👍🤓
Im a little confused on why some people put X^2 (blue) over x^2 (red) I always put it over x^3 (red)?
In my experience, students find it easier when they line up common exponents with one another. It’s not wrong to do it a different way though, as long as your end result is the same! 👍🤓
I keep chickens and it’s not really a random chance some hens just lay them more often than others. 1/1000 is a good number to go off eggs you get in a grocery store but I’d say 1/2 of the eggs I get from my chickens are double yolks. I have chickens that lay brown , cream, white , red and even blue eggs. Double yolk eggs are rare in traditional grocery store eggs beca of the way huge egg farms work but backyard/free range hens lay double yolks all the time.
You can even get eggs with another tiny egg with a shell inside the first egg
This is really helpful information. It sounds like my facts came from the grocery store scenario.
That would be wild!
They where twins 😭
Make sense but we have also a discriminant formula, which a bit faster, but in a few situations it can be handy
I think that formula is helpful for finding the roots, but it doesn’t write the trinomial in factored form. It’s a good way to solve an equation though!
Isn’t 0-85 = -85 therefore is would be a -85 coefficient and then you would do -85X -5 for the last term to get+ 425 and the final value would be 417 /x+5 and 2nd to last value would be -85
Hey there! Using this method, we add straight down the columns. So that's why we end up with +85. Make sense?
thanks bro for explaining
No problem! Watch out for that 5th one!
-2 and -3 is also a factor which gives 0.
See pinned comment!
How did you get 169 for the value of x2?
Square each of the side lengths. You’ll get 12^2 plus 5^2. This results in 169!
Bro what if it is like this 2x+7 is a factor of 2x cube + 5x square - 11x-14😅
How to use the factor theorem to check if a binomial is a factor of a polynomial #shorts
Well are you sure that 4. is obvious as well? What defines a straight line?
Let's get hyperbolic up in here! 🤓👍
If you had just applied the pythagorean identity in the second step denominator (after the problem definition) you would have shortcut your way to RS. I think.
Hmm, I don't see it, but maybe!
you fucking saved me mate
That’s what I’m here for!
@@MathByThePixel i love you bruh
Great!!!! Keep going buddy!!!
👍🤓
Hi! @MathByThePixel!! All your videos helped me alot! But there is math in book is turning 30°12'36" to 0.5273c. Can you make a video solving these tyoes of maths? Thank you!
Hi There! I'm not sure I understand the question you are asking about. Could you clarify for me? I'll see what I can do!
I know Im bad at english.Dont mind. The question is, 30°12'36" And the answer is, 0.5273c(Radian) But There is clue how it is solved. And thats it!
Bro just said if ur algebraically weak MAN CHILL im trying😭😭😭😭😭😭what he being messy for
I throw shade as a vehicle for motivation my guy 🔥
I got thanks alot
Glad to hear you’ve got it sorted out!
Yes love it great man
Amazing!
nice one sir
Thanks!
thank you so much sir. I had a test today.
How did it go!?
If I pass my test today it'll be all thanks to this man
Give yourself some more credit! After all, it was you who searched up the video! Best of luck!
I have to admit the truth that I didnt understand a single word.. Al I heard was bla bla bla bla bla 😂....
That 5th postulate is a doozy!
Isn't the first postulate about line ...u mentioned line segment !!
I’m not convinced that this is an important distinction. Can you explain?
I once had 10 2 yolk eggs in a row
What are they feeding these chickens!?
@@MathByThePixel idk i am gonna ask my grandma because i buy eggs from my grandma
Also happened to me I throw our all the eggs n started getting pasture raised eggs
If the coefficients a+b+c+d=0 then x-1 is a factor.
Makes sense. It’s like subbing x=1 into the function.
i was looking for a proof without compound angle identities because i didn’t understand their proof
Yeah it’s a tricky one for sure
Thank u i was crying so hard over it and now after seeing this made my day
Happy to help!
Wow thank you so much sir!!
You are welcome!
Thanks bro ❤❤
No problem! Have fun!
Thx a lot
Happy dividing!😎