If tan x = 1, find the value of
4 sinx - 3 cos2x + 2
3
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Answer:
tanx=131
tanx=34
tanx=BP=34
Using Pythagoras Theorem,
H2=P2+B2
H2=32+42
H=5
now, 4sin2x−3cos2x+2
= 4(HP)2−3(HB)2+2
= 4(54)2−3(53)2+2
= 2564−2527+2
= 2564−27+50
= 2587
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