Write the first in terms of the second: tan(t)/cos(t), sin(t)
F flakine Junior Member Joined Aug 24, 2005 Messages 78 Oct 21, 2005 #1 Write the first in terms of the second: tan(t)/cos(t), sin(t)
H happy Full Member Joined Oct 30, 2004 Messages 466 Oct 21, 2005 #2 tan(t)/cos(t), sin(t) sin -------------- * cos= what? cos
F flakine Junior Member Joined Aug 24, 2005 Messages 78 Oct 21, 2005 #3 =sin, but how are you setting this up? what am I doing wrong (sin/cos)/cos =sin/cos^2???
H happy Full Member Joined Oct 30, 2004 Messages 466 Oct 21, 2005 #4 Doesn't tan= sin/cos? division (a/b)/b = a -------*b = a, not a/b^2 b
U Unco Senior Member Joined Jul 21, 2005 Messages 1,134 Oct 21, 2005 #5 flakine said: =sin, but how are you setting this up? what am I doing wrong (sin/cos)/cos =sin/cos^2??? Click to expand... You are correct, well done.
flakine said: =sin, but how are you setting this up? what am I doing wrong (sin/cos)/cos =sin/cos^2??? Click to expand... You are correct, well done.
F flakine Junior Member Joined Aug 24, 2005 Messages 78 Oct 21, 2005 #6 The correct answer is: sin/(1-sin^2)
U Unco Senior Member Joined Jul 21, 2005 Messages 1,134 Oct 21, 2005 #7 cos^2(x) + sin^2(x) = 1 so cos^2(x) = 1 - sin^2(x)