cotA=2 find the value of 2 sin theta-3 cos theta/4sin theta-9cos theta
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Answer:
2/7
Step-by-step explanation:
cotA = 2 = Base/perpendicular
=》 base = 2
perpendicular = 1
hypotenuse = _/ 5
sinA = perpendicular/hypotenuse = 1/ _/5
cosA = base/ hypotenuse = 2 / _/5
2sinA -3cosA 2(1/ _/5) - 3(2/ _/5)
——————— = —————————–
4sinA - 9cosA 4(1/ _/5) - 9(2/ _/5)
-4 _/5 2
= — × ——— = —
_/5 -14 7
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