if sin2A=2sinA A=0° 3tanQ=5
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Step-by-step explanation:
sin2A=2sinA
⇒2sinAcosA=2sinA
⇒2sinA(cosA−1)=0
⇒sinA=0,cosA−1=0
⇒sinA=0,cosA=1
sinA=0⇒A=0,π,2π
cosA=1⇒A=0,2π
∴A={0,π,2π}∩{0,2π}
={0,2π}
Hence A=0
thank you
may be my answer is right
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