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Forum: General Questions - High School/Secondary
Welcome to the General Questions - High School/Secondary forum!
For discussing questions from any discipline at high school/secondary school level.
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Simple Integration of sin(2x)
by
gruja_sk
on 2008-03-14 03:39:56
Hi
My question is can the integral of sin(2x)=-cos(kx)/k be equivalent to -cos(x)? Can someone explain to me if I'm wright or wrong.
Go easy on me I'm still in high school.
Thanks
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Re: Simple Integration of sin(2x)
by Wkbj79
on 2008-03-14 04:24:29
Re: Simple Integration of sin(2x)
by perucho
on 2008-03-14 05:02:43
Projecting two non-parallel lines until they meet
by
Stropharia
on 2008-03-06 02:11:20
Hi,
this ostensibly seems to be a simple problem, but i'm not sure how to go about solving it.
I'll present a simplified, hypothetical example:
I have two non-parallel lines, lets say of length 3 and 5 (in whatever units). I also know the distances between all four end points of the lines - and therefore the angles of the polygon that could be made by joining the line ends together. What I want to do is project both lines until they meet, then calculate the angle between the lines at the point at which they meet. Ideally, I would also know the length of the projected sections along each line. Is possible? Any suggestions would be greatly appreciated.
Thanks.
Steve
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Re: Projecting two non-parallel lines until they meet
by perucho
on 2008-03-06 08:23:02
Infinite series in integration
by
curious
on 2008-02-06 13:53:58
How can I find integrals (for example recurring integrals) in terms of infinte sum notation??
Example.. What is the integral of e^(cos x) dx ???
How to find the answer in terms of infinte power series?
Thanks
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Re: Infinite series in integration
by pahio
on 2008-02-06 14:32:16
Re: Infinite series in integration
by perucho
on 2008-02-06 20:00:21
Re: Infinite series in integration
by pahio
on 2008-02-07 16:58:08
Re: Infinite series in integration
by perucho
on 2008-02-07 20:49:16
a cone and its vertex angle
by
perucho
on 2008-01-31 21:29:28
Constructing a right circular cone by using a semicircle of radius "2R", what's its vertex semiangle?
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Re: a cone and its vertex angle
by rspuzio
on 2008-02-01 00:04:26
Re: a cone and its vertex angle
by perucho
on 2008-02-01 04:58:05
challenge integral
by
curious
on 2008-01-29 07:45:33
Evaluate integral e^(cos x) dx
Also what is integral (x^2 + 1)^n dx , where n is a constant
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Re: challenge integral
by rspuzio
on 2008-01-29 12:50:11
Re: challenge integral
by curious
on 2008-01-29 14:13:07
Re: challenge integral
by perucho
on 2008-01-29 15:46:19
Re: challenge integral
by mathman
on 2008-01-29 16:57:42
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