Asked by Alice
Which of the following definite integrals could be used to calculate the total area bounded by the graph of y = sin(x), the x-axis, x = 0, and x = π
a) ∫ from π to 0 sin(x)dx
b) ∫ from π to 0 -sin(x)dx
c) 2∫ from π to 0 sin(x)dx
d) 1/2∫ from π to 0 sin(x)dx
a) ∫ from π to 0 sin(x)dx
b) ∫ from π to 0 -sin(x)dx
c) 2∫ from π to 0 sin(x)dx
d) 1/2∫ from π to 0 sin(x)dx
Answers
Answered by
oobleck
clearly you want ∫ from 0 to π sin(x)dx
But that's not one of the choices.
Now recall that ∫ b to a f(x) dx = -∫ a to b f(x) dx = ∫ a to b -f(x) dx
But that's not one of the choices.
Now recall that ∫ b to a f(x) dx = -∫ a to b f(x) dx = ∫ a to b -f(x) dx
Answered by
Alice
The teacher gave me only these four choices. :(
Answered by
oobleck
Oh come on!
It's (B)
Read what I gave you!
It's (B)
Read what I gave you!
Answered by
cARLOSN
Don't trust randoms, that answer is wrong BTW
Answered by
Anonymous
The answer is A :)
Answered by
Joe Mam
its A I took the test
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