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umm i thought i understood derivatives until this

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Yankees On November 28, 2012




, New Jersey
#1New Post! Oct 21, 2010 @ 04:05:38
the problem says calculate the derivative indicated...... (d^2y)/(dt^2) | t=1, f(t) = 4t^-3 + 3t^2 the answer in the book says 54....but i do not know how that is
sAeGeSpAeNe On October 05, 2021
Part-time Nidologist





The other Bristol..., Connecti
#2New Post! Oct 21, 2010 @ 08:06:21
There must be a breach in your understanding....
offbeat On November 18, 2022




london, United Kingdom
#3New Post! Oct 21, 2010 @ 08:11:06
@Yankees Said

the problem says calculate the derivative indicated...... (d^2y)/(dt^2) | t=1, f(t) = 4t^-3 + 3t^2 the answer in the book says 54....but i do not know how that is



oh come on !...that's so basic ...
TenaciousDave On February 11, 2022
The Anus Of Satan





Jeffrey Dahmer's Lunchbox,
#4New Post! Oct 21, 2010 @ 08:41:46
Surely you can't be serious?
JaneDevin On January 05, 2011

Deleted



Anaheim, California
#5New Post! Oct 22, 2010 @ 01:33:10
@Yankees Said

the problem says calculate the derivative indicated...... (d^2y)/(dt^2) | t=1, f(t) = 4t^-3 + 3t^2 the answer in the book says 54....but i do not know how that is



I mostly suck at math, but I think that the first derivative is:

the sum of negative twelve "t" to the negative four power and six "t."

The second derivative is:

the sum of forty-eight "t" to the negavtive five power and six.

If "t" is one, then the value of the second derivative is:

48 + 6 = 54.
Bimbo On November 16, 2010

Deleted
Banned



, Monaco
#6New Post! Oct 22, 2010 @ 01:44:32
Nice weather, innit?
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