If 5 tan θ = 4, find the value of : (8 sinθ – 3cosθ) /(8 sinθ + 2 cosθ)
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5 tanθ = 4
=> tanθ = 4/5 = P/B
=>sinθ = 4/√41 , cosθ = 5/√41
Put the values of sinθ and cosθ in the equation to find the answer.
(8sinθ-3 cosθ)/(8sinθ+2cosθ)
= (8×4/√41-3×5/√41)/(8×4/√41+2×5/√41)
= (32-15)/(32+10)
= 17/42
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