wow need some assistance

TYSONG

New member
Joined
Jan 30, 2006
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8
Give an appropriate answer.

Find the instantaneous rate of change for the function x^2 + 6x at x = 8.

a. 112
b. 16
c. 22
d. 14


what do I do? I am soooo lost.
 
The rate of change of the function f(x) = x^2 + 6x is found by differentiating:

f'(x) = ?

The instantaneous rate of change (with respect to x) at x=8 is given by plugging x=8 into f'(x).
 
As noted in a previous reply, finding the "instantaneous rate of change" requires differentiation, a tool of calculus. But you posted this question to one of the "algebra" categories, so presumably you haven't yet started calculus.

So my question then is: What sort of technique, method, or formula are you, a pre-calculus student, being expected by your instructor to use for this exercise?

Thank you.

Eliz.
 
josh123 said:
I got b...
I'm sorry, but your answer is incorrect.

Please be considerate of the needs of your fellow students by not posting incorrect answers to their questions. Thank you.

Eliz.
 
Oh, dude, what was your derivative?

Try ignoring the multi-choice and posting your work.
 
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