PLEASE PLEASE
PROVE THAT ,PLZ PLZ PLZ
SIN7∅ - SIN5∅
________________ = TAN∅
COS7∅ + COS 5∅
Answers
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Hi,
Here is your answer,
L.H.S. → sin7θ - sin5θ/cos7θ + cos5θ = tanθ
→ 2 cos{(7θ + 5θ)/2} sin{(7θ - 5θ)/2} / 2 cos{(7θ + 5θ)/2} cos{(7θ - 5θ)/2}
→ 2 cos6θ sinθ / 2 cos6θ cosθ
→ sinθ / cosθ
→ tanθ
= R.H.S (PROVED)
Hope it helps you !
Here is your answer,
L.H.S. → sin7θ - sin5θ/cos7θ + cos5θ = tanθ
→ 2 cos{(7θ + 5θ)/2} sin{(7θ - 5θ)/2} / 2 cos{(7θ + 5θ)/2} cos{(7θ - 5θ)/2}
→ 2 cos6θ sinθ / 2 cos6θ cosθ
→ sinθ / cosθ
→ tanθ
= R.H.S (PROVED)
Hope it helps you !
Anonymous:
:)
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