Use the given graph to estimate the value of each derivative. (Round all answers to one decimal place.) http://www.webassign.net/scalc/2-8-2.gif f ' (0) f ' (1) f ' (2) f ' (3) f ' (4) f ' (5)
use a ruler
Note that the graph of the function is decreasing from (-infinity, 1) and from (4, infinity). This means that the derivative will be negative for these values of x
For the interval (1,4) the function is increasing, so the derivative will be positive.
Where the function has maximums/minimums, the derivative will be 0.
cruffo i really appreciate your help but i need an answer to the accuracy of .1 or closer
yeah cruffo; quit slacking :)
Oh, damn. I was thinking you just had to put them in order :0 Sorry, should have read the question more carefully!
amistre, any chance you can figure this one out?
looked at it, and it doesnt really seem familiar to me .... i dont think I could get it to .1 accuracy :)
the max and mins maybe :)
I'd agree with heromiles, use a ruler to try and find the slope of the line that goes through the given values of x, and some other point (that's what the ruler is for) and is tangent to the curve.
the approximation to one decimal place is whats killing me :/
you know that f'(1) and f'(4) are both 0 :)
i've tried figuring them out, but i have only one attempt left for each before i fail the question entirely. my 'ruler method' isnt working...this is really quite a pain
Yes, i know those two
are you sure you know the ruler method?
you're kidding right?
how do you construct a graph from its derivatives?
something about a taylor series i think
the pic is rather small to try to work anything constructive out of
update: all i need is the final one. ie, f ' (5).
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