(2cosθ-4sinθ)/(5cosθ+3sinθ)
=[(2cosθ-4sinθ)÷cosθ]/[(5cosθ+3sinθ)÷cosθ]
=[2-4tanθ]/[5+3tanθ]
=[2-4×2]/[5+3×2]
=-6/11
3sin2θ-4cos2θ
=6sinθcosθ-4(2cos²θ-1)
=6sinθcosθ-8co...
(2cosθ-4sinθ)/(5cosθ+3sinθ)
=[(2cosθ-4sinθ)÷cosθ]/[(5cosθ+3sinθ)÷cosθ]
=[2-4tanθ]/[5+3tanθ]
=[2-4×2]/[5+3×2]
=-6/11
3sin2θ-4cos2θ
=6sinθcosθ-4(2cos²θ-1)
=6sinθcosθ-8co...