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The Highlander
replied to the thread
How can I solve this integrals problem?
.
Velocity is not the derivative of "speed" or "position"; it is the derivative of displacement wrt time: \frac{\mathrm{ds}}{\mathrm{dt}}
Yesterday at 10:54 PM
blamocur
reacted to
mario99's post
in the thread
How can I solve this integrals problem?
with
Like
.
Velocity v(t) is the derivative of position s(t).
Yesterday at 5:06 PM
blamocur
reacted to
lookagain's post
in the thread
How can this integral be solved?
with
Like
.
I would like to know that you have covered similar problems in a course and have notes on it. You have been asking for little steps...
Yesterday at 5:06 PM
M
mario99
reacted to
lookagain's post
in the thread
How can this integral be solved?
with
Like
.
I would like to know that you have covered similar problems in a course and have notes on it. You have been asking for little steps...
Yesterday at 3:14 PM
L
lookagain
replied to the thread
How can this integral be solved?
.
I would like to know that you have covered similar problems in a course and have notes on it. You have been asking for little steps...
Yesterday at 3:09 PM
L
lasvegas666
replied to the thread
How can this integral be solved?
.
Okey doke. Are we getting closer to the final answer?
Yesterday at 2:43 PM
M
mario99
replied to the thread
How can this integral be solved?
.
Integrate \frac{1}{2}\cos u
Yesterday at 2:37 PM
L
lasvegas666
replied to the thread
How can this integral be solved?
.
Okay, and then what do we do next?
Yesterday at 2:31 PM
M
mario99
reacted to
khansaheb's post
in the thread
How do I solve this integrals problem?
with
Like
.
That statement above is incorrect.
Yesterday at 2:27 PM
M
mario99
replied to the thread
How can this integral be solved?
.
Replace dx with \displaystyle \frac{1}{2} \ du
Yesterday at 2:25 PM
L
lasvegas666
replied to the thread
How can this integral be solved?
.
What do we do after this to arrive at our final answer?
Yesterday at 2:21 PM
L
lookagain
reacted to
khansaheb's post
in the thread
How do I solve this integrals problem?
with
Like
.
That statement above is incorrect.
Yesterday at 1:54 PM
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
Yesterday at 1:47 PM
L
lasvegas666
replied to the thread
How can this integral be solved?
.
Alright, and du = 2. What do we do after that?
Yesterday at 1:17 PM
L
lasvegas666
replied to the thread
How do I find the answer to this definite integration problem?
.
I'm sorry. I'm just a student who wants to get educated.
Yesterday at 1:17 PM
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