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skeeter
replied to the thread
How can this integral be solved?
.
du = 2 dx substitute and reset the limits of integration from x to u values
May 9, 2024
L
lasvegas666
replied to the thread
How can this integral be solved?
.
Alright, and du = 2. What do we do after that?
May 9, 2024
K
khansaheb
replied to the thread
How do I solve this integrals problem?
.
That statement above is incorrect.
May 9, 2024
K
khansaheb
replied to the thread
How can this integral be solved?
.
If I were to solve this problem I would start with substitution u = 2*x +5 I would also convert dx and the "integration limits"...
May 9, 2024
K
khansaheb
reacted to
blamocur's post
in the thread
Can it be natural?
with
Like
.
For some reason my more complete post couldn't be previewed, so I am giving up and posting an abridged version of a proof that the...
May 9, 2024
L
lasvegas666
replied to the thread
How can this integral be solved?
.
I need help.
May 9, 2024
L
lasvegas666
posted the thread
How can this integral be solved?
in
Calculus
.
May 9, 2024
M
mario99
replied to the thread
How can I solve this integrals problem?
.
Velocity v(t) is the derivative of position s(t).
May 9, 2024
L
lasvegas666
replied to the thread
How can I solve this integrals problem?
.
So velocity is a derivative of speed? I got it now.
May 9, 2024
M
mario99
replied to the thread
How can I solve this integrals problem?
.
Integrate both sides as before.
May 9, 2024
M
mario99
replied to the thread
How do I solve this integrals problem?
.
Yes, and from the given condition,\displaystyle \ f\left(\frac{\pi}{2}\right) = 1\ , you can find the constant of integration.
May 9, 2024
L
lasvegas666
posted the thread
How can I solve this integrals problem?
in
Calculus
.
'
May 9, 2024
L
lasvegas666
replied to the thread
How do I solve this integrals problem?
.
So, -2sinx equals 2cosx. I got the answer.
May 9, 2024
M
mario99
reacted to
blamocur's post
in the thread
How do I solve this integrals problem?
with
Like
.
What have you tried so far? What do you know about integration?
May 9, 2024
M
mario99
replied to the thread
How do I solve this integrals problem?
.
hint: \displaystyle f'(x) = \frac{dy}{dx}
May 9, 2024
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