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f(t)=200(5-(9/2+t)) find the average rate of change of f(t) during the first year, use MVT? Any help would be appreciated
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there arent any intervals given which makes this problem harder
MVT MEANS ?
this looks weird
Mean value theorem
it is really \[f(t)=200(5-(9/2+t))\]?
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the average rate of change refers to the mean value theorem but I dont have any intervals so would it be DNE?
yeah it is unfortunately...
or maybe \[f(t)=200(5-\frac{9}{2+t})\]?
the one that you just put up is correct
it says "first year" so assuming \(t\) is given in years since you start counting, compute \[f(1)-f(0)\]
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ahh so itd be [0,1]?
yup
no need to divide, since length of interval is 1
awesome thanks
yw
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