how would one approach this equation to graph it.
f(t) = (x^2+11x+28)/(1+(cos(x))^2) from 0 to t, and looking for where the local maximum of t occurs
thanks!
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how would one approach this equation to graph it.
f(t) = (x^2+11x+28)/(1+(cos(x))^2) from 0 to t, and looking for where the local maximum of t occurs
thanks!
I believe the TI-83 can graph the integral. Check here.
This is a FTC problem you want where f ' (t) = 0
See attachment
The actual graph of the integral (done in mathcad) is in the attachment