Question

4Sintheta - Costheta / 4Sintheta +Costheta = 1/2 . then find cot theta​​

Answer 1

Answer:

3cotθ=2

3cotθ=2cotθ=32

3cotθ=2cotθ=32tanθ=23

3cotθ=2cotθ=32tanθ=232sinθ+6cosθ4sinθ−3cosθ

3cotθ=2cotθ=32tanθ=232sinθ+6cosθ4sinθ−3cosθ=2sinθ+6cosθ4sinθ−3cosθ×sinθsinθ ---------- ( Multiply and divide by sinθ )

3cotθ=2cotθ=32tanθ=232sinθ+6cosθ4sinθ−3cosθ=2sinθ+6cosθ4sinθ−3cosθ×sinθsinθ ---------- ( Multiply and divide by sinθ )=sinθ2sinθ+6cosθsinθ4sinθ−3cosθ

3cotθ=2cotθ=32tanθ=232sinθ+6cosθ4sinθ−3cosθ=2sinθ+6cosθ4sinθ−3cosθ×sinθsinθ ---------- ( Multiply and divide by sinθ )=sinθ2sinθ+6cosθsinθ4sinθ−3cosθ=2+6(sinθcosθ)4−3(sinθcosθ)