Computer

thanks for your hekp

min = 3pi/2

Solved max = 7pi/2

what is worthy of noting in this picture?

spring shape

nvm sounds like it has something to do with sine

I don't know what sinusoidal means

that was very helpful

thank you

hm

true value for the total area?

as minimum

and 3pi/2

as my maximum area

oh pi/2*7

or is it pi/2*f(7)?

so pi/2*f(pi/4)= max area?

Unless you're saying those are my maximum and minimum areas?

so those are my bounds, I still have the integrand of 3+4sin(2x) and the given bounds of 0 to pi/2 to evaluate maximum and minimum value.

whether it is f(0) or f(pi/2) its still 3

3,7?

on the lower bound f(0)= 3

on the upper bound

so f(pi/4) = 7

pi/4 is a value of f(x)? no?

0,pi/4?

?

pi/2 is my min bound

pi/4 is my max?

So you're saying what exactly?

-16

2*2^(1/2)+3

7

f(pi/2) = 3

f(0)= 3

so f(0) and f(pi/20

s0 f

i have some integrand 3+4sin(2x) on the bounds 0 to pi/2

but I have now a min at x=pi/4...

makes sense

yes

oh minimum

so we have a maximum

4 sqrt(2)

pi/4

yeah, cos(pi/2)?

oh 0

?

pi/2+pi*n for all n in integers

no