#Evaluate the limits
25 messages · Page 1 of 1 (latest)
Hi guys
I need help with my answers and idk if I'm right
These are the questions
and these are my questions
sorry if it is not in order.
but these are my answers in 10-15
Dude you seriously need to work on your algebra
The way you solve this limit is noticing that it’s the same as $\frac{d}{dx}x^4$ at x=1
Daniel_The_Maniel
A.k.a. 4x^3
Then when x=1 4(1)^3
=4
$(1+h)^4 \neq 1+4h+h^4\(1+h)^4 = 1+4h^3+6h^2+4h+h^4$
Daniel_The_Maniel
Dude, if he's learning limits he doesn't know derivatives yet.
Also, you can't solve the limit by noticing it's the derivative because the derivative is the limit. It's circular reasoning.
Not really if you know the power rule works
Also the question seems set up specifically so that you could solve it that way
Which makes me think he’s been taught derivatives a little
When you use the power rule, or any theorem for that matter, you're just invoking a shorthand form of the proof of that theorem.
I think i already did the right solution in number 11,12,13