prove that sin3u=3cos^2usinu-sin^3u i have no idea where to start
K kaebun Junior Member Joined Sep 11, 2005 Messages 135 Feb 6, 2006 #1 prove that sin3u=3cos^2usinu-sin^3u i have no idea where to start
U Unco Senior Member Joined Jul 21, 2005 Messages 1,134 Feb 6, 2006 #2 sin(3u) = 3cos^2(u)sin(u) - sin^3(u) You could start by expanding the LHS using the compound angle formula. Show your progress.
sin(3u) = 3cos^2(u)sin(u) - sin^3(u) You could start by expanding the LHS using the compound angle formula. Show your progress.
K kaebun Junior Member Joined Sep 11, 2005 Messages 135 Feb 6, 2006 #3 compound angle formula? i don't think i have been taught that
U Unco Senior Member Joined Jul 21, 2005 Messages 1,134 Feb 6, 2006 #4 sin (A + B) = sin(A)cos(B) + cos(A)sin(B)
K kaebun Junior Member Joined Sep 11, 2005 Messages 135 Feb 6, 2006 #5 oh ok i know that... im still not sure how to use it in this problem though...
U Unco Senior Member Joined Jul 21, 2005 Messages 1,134 Feb 6, 2006 #6 sin(2u + u) = ... Spend some time with it; work some things out for yourself.