trigonometry question
2cos²theta-1/sintheta*costheta = cottheta-tanttheta
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RHS=cotA-tanA
LHS=(2cos²A-1)/sinAcosA
LHS=(2cos²A-sin²A-cos²A)/sinAcosA
LHS=(cos²A-sin²A)/sinAcosA
LHS=cos²A/sinAcosA-sin²/cosAsinA
LHS=cosA/sinA-sinA/cosA
LHS=cotA-tanA
LHS=RHS
LHS=(2cos²A-1)/sinAcosA
LHS=(2cos²A-sin²A-cos²A)/sinAcosA
LHS=(cos²A-sin²A)/sinAcosA
LHS=cos²A/sinAcosA-sin²/cosAsinA
LHS=cosA/sinA-sinA/cosA
LHS=cotA-tanA
LHS=RHS
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using trigonometric identities...
we can solve this problem..
see attachment...
__________________
hope it will help u
we can solve this problem..
see attachment...
__________________
hope it will help u
Attachments:
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