This man deserves a Nobel Prize. I mean seriously. He is helping millions of people around the world learn difficult concepts in less than 15 minutes, and it's all free for us to access
Out of all the learning video tutorials here in yt, this is always my go-to channel. Thanks man!
Very calm and soothing voice
What a great teacher am learning without struggles with your proper and calmly explanations. Thank you very much, sir.
I swear you’re one of the reasons why I’m passing my college math courses thank you 😭
I am from Cameroon, à County in Africa and I am you highest fan, University student and nothing without you in maths.
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5 years later and I still have to say thank you so so much. My professor has never taught this before.
Wow. You are surely blessed to know all this stuff!
the fact that a UA-cam video teaches me more than actual school- anyways thank you for this, your videos help me so much!!!!
wOW, THANK YOU SO MUCH FOR THAT CLEAR DISCUSSION-
Thanks your much better than my tutor
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Another huge thank you! I would not have a passing grade without you my man.
Thank you sooooo much! It helped me a lot!
helped me out so much, thank you 😭
HI, I don't honestly know if youll read this or what, but im hee to give you my gratitude! I've been struggling to solve a problem for the past 2 hours only to stumble to this video and realize how easy it was. Thank you sou muchh!!! :))
Istg after searching for 30 minutes for every topic i always ultimately end up on this channel.
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You are the reason im passing maths class so thank you 🤝
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this man crunched down days of lessons from school into 12 min; thank you
you helped me again, thank you!!
the y=mbx+b makes sense thanks
It helps me a lot thank you!!😩
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God bless this man... Thank You
An alternative method for an equation to solve for a sequence's equation is by writing a(n)=d(n)+a(0)
[()=subscript], whereby a(n)= the sequence and or the coefficient as the common difference number times an interchangeable number [n], + the sequence to a subscript of 0 [a(0)] given this is equal to the constant that upscales or downscales each term [i.e 7,10,13 and 3,6,9 are technically both the same sequence only the constant of a(0) is different with it being 4 for the first variation and 0 for the second variation] depending on the sign of its value (positive or negative) given a subscript 0 is also a value that differentiates a variation of sequence from an original sequence that is otherwise identical and is a value that exists independently of the common difference between numbers. This way the equation can be applied to any type of arithmetic sequence regardless of its values and conditions as you simply have to substitute numbers into this skeleton or outline, while this is technically accomplishing the same result it is easier to remember this formula and it is more universal.
Additional formulas and summary: d=a(2)-a(1)
a(0)=a1-d=a(1)-[a(2)-a(1)]
a(n)=d(n)+a(0)
Thanks bro 🙏🏼
Very helpful😁
Thank you so much
Thanks a lot
My teacher said to just guess the general rule...but I don't like guessing things...I like following formulas...so thanks for getting a formula to GET the formula hahahah...but the negative,positive,negative,positive sequences are the ones that I am worried about but I think I got this...thanks again.
THANK YOU SO MUCH
Awesome tutor
Thank you👍👍
Thank you :)
love you, bro. tnx for this
Thank you very much
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thank you and I love you
This dude is amazing
This guy is the best when I don’t listen to my math teacher
Thanks and appreciate your work ♥️🇳🇵
thank you man
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Thank youuu!!!
It finally clicked. Thank you!
thank you :)
I suck at paying attention to online school so i look these videos up. It’s 100% my fault tho for not getting the subject lol
muy excellente! feliz navidad!
Thank u so much 😍
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your video's can teach better than my school
your math teaching is very nice, I can understand quickly 💕 oops my heart have a exponent
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You’re better than my teacher
Now why can't my online class teach it this way?! Thanks for the video!!!
Wow thankyouu!
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outstanding instruction!
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My god once I graduate I will gift as a thank you :)
Deserves a like
thx
thanks
I bet u must very good in coding
Now I'm inlove with ur voice
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I'm always here🥰
THANKSSSS
Nice video, however, could you make this video as though explaining to a child? I am not understanding how you get your a to the zeros and why we subtract one, etc. Thank you for trying at least.
what is the sequence is decreasing how do you write an equation for that?
for example 26,23,18,11 how would you write a sequence for this?
What about teacher if we dont have first term and common difference what will be the solution
what about radicals??
Bro may God bless you for saving my A$$
Can you make videos about modern physics(relativity,nuclear physics and quantum physics for highschool)and heat transfer(Stefan Boltzmann's law)Thanks for the videos!
im kinda upset with my math teacher because she kept asking for the general formulas of a certain sequence without tackling a single hint about the arithmetic formula and explaining how to to solve it.
Not to be picky but some of your examples are not arithmetic sequences. The square sequences, for example, or the alternating -1,1-1,1 etc (which I think would be a geometric sequence with a common ratio of -1).
The explanations are nonetheless useful, but since the video title refers to arithmetic sequences, this may cause a little confusion.
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Usman Qamar not really, I just learned a technique with the use of the formula, my teacher taught us in a diff way
What if I don't know the common difference?
Ok got it
You making it look hard and it it hard
TO GOOD
Y'all always commenting nice stuff and he never responds
ily
Can you repeat how to get rule slowly ?????
Arithmetic Sequences: ua-cam.com/video/mxEIFO8vXKY/v-deo.html
Geometric Sequences: ua-cam.com/video/zJEWcysAc44/v-deo.html
Final Exams and Video Playlists: www.video-tutor.net/