Asked by allison
I don't understand this problem:
(Tanө + cos ө)/ (sec ө + cot ө)
so I start off like this:
={(sinө / cos ө)+cosө}{cos ө + (sinө/cosө)}
=[(sin ө +cos^2ө) (cos^2ө +sin ө)]/ cos ө
but what comes next?
(Tanө + cos ө)/ (sec ө + cot ө)
so I start off like this:
={(sinө / cos ө)+cosө}{cos ө + (sinө/cosө)}
=[(sin ө +cos^2ө) (cos^2ө +sin ө)]/ cos ө
but what comes next?
Answers
Answered by
Reiny
my second line would have been
(sin e/cos e + cos e)/(1/cos e + cos e/sin e)
= [(sin e + cos^2 e)/cos e]/[(sin e + cos^2 e)/(sin e cos e)]
= sin e
in my last step I inverted and multiplied so the sin e + cos^2 e canceled and the cos e canceled
(sin e/cos e + cos e)/(1/cos e + cos e/sin e)
= [(sin e + cos^2 e)/cos e]/[(sin e + cos^2 e)/(sin e cos e)]
= sin e
in my last step I inverted and multiplied so the sin e + cos^2 e canceled and the cos e canceled
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