Asked by Amber
prove this identity:
sec(y) - cos(y)= tan(y)sin(y)
THANK YOU!!
sec(y) - cos(y)= tan(y)sin(y)
THANK YOU!!
Answers
Answered by
jim
sec(y)=1/cos(y)
tan(y) = sin(y)/cos(y)
Low consider left and right hand sides:
LHS = 1/cos(y) - cos^2(y)/cos(y)
RHS = sin^2(y)/cos(y)
Now you've got everything over a common denominator, look at the top of each side, and you should see your way through.
tan(y) = sin(y)/cos(y)
Low consider left and right hand sides:
LHS = 1/cos(y) - cos^2(y)/cos(y)
RHS = sin^2(y)/cos(y)
Now you've got everything over a common denominator, look at the top of each side, and you should see your way through.
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