This one was easy, graphically guessing the slope at x=0 was a fast way to build the tree of possibilities and guess which were the respective derivatives. Thank you for the fun time
Hi teacher, thx for your hardworking, i'm from Algeria i love maths, i will be highschool student next year(i'm 15, and will take my passing exam in 2 days, wich me good luck ) Have you done videos for 1st year highschool level PS: sorry for my bad English, it's my 3rd language, when i watch your videos i try to understand what you are writing more than what you are respectively saying 😅
The method I used to answer this question was to look at the x-intercepts of one graph and see if they share the same x-coordinates as the extrema of another graph. If so, then the former graph is very likely to be the derivative of the latter.
Any function's derivative will be zero if at that point , the tangent to the graph is parallel to x-axis. Hence - Red graph = f(x) Blue graph = f'(x) [Derivative] Green graph = f"(x) [Second derivative] Black graph = f'''(x) [Third derivative] Just by justifying this simple fact you can answer this question withing seconds. This is competitive question after all so who is gonna solve the whole question ??😛😛
That's one of the BEST thumbnails I have ever seen!
Thank you
Prime Newtons is a gold mine of information! 🎉😊
This one was easy, graphically guessing the slope at x=0 was a fast way to build the tree of possibilities and guess which were the respective derivatives. Thank you for the fun time
I “like” all of your videos!
Never stop watching Prime Newtons, because when you stop watching you stop learning.
❤️🙏
Hi teacher, thx for your hardworking, i'm from Algeria i love maths, i will be highschool student next year(i'm 15, and will take my passing exam in 2 days, wich me good luck )
Have you done videos for 1st year highschool level
PS: sorry for my bad English, it's my 3rd language, when i watch your videos i try to understand what you are writing more than what you are respectively saying 😅
Best of luck!
Great Video and explanation as always! Thnx for your hard work!
Greeting from Spain!
Thanks for your hardwork teacher
I hope to be like u in future❤👌
Following you from Egypt
Great
The method I used to answer this question was to look at the x-intercepts of one graph and see if they share the same x-coordinates as the extrema of another graph. If so, then the former graph is very likely to be the derivative of the latter.
Good 👍
Thanks sir it helps a lot you are really amazing. It's a request could you please also explain precalculus other than advanced
Love from India
Amazing
Please have you done anything on hyperbola
Any function's derivative will be zero if at that point , the tangent to the graph is parallel to x-axis.
Hence - Red graph = f(x)
Blue graph = f'(x) [Derivative]
Green graph = f"(x) [Second derivative]
Black graph = f'''(x) [Third derivative]
Just by justifying this simple fact you can answer this question withing seconds. This is competitive question after all so who is gonna solve the whole question ??😛😛
Prime Newton, what is the f(x) of the original (RED) function? x^6 + ......
It's either x⁸ or x⁶. I'll check the desmos page I used to create it later today.
Bro pls make a video on this problem. If a=7-4sqrt3, find sqrt a + 1/sqrt a
to be honest im confused on the derivatives graphs.. 😂 i rather go with the equations
the third derivative got me confused asf