WileyPLUS Suppose 0SolutionWe know that sin2 cos2 1 or sin2

WileyPLUS Suppose 0

Solution

We know that sin2 +cos2 = 1 or, sin2 = 1- cos2. Here, cos = 1/11 so that sin2 = 1-(1/11)2 = 1-1/121 = 120/121. Hence sin = ± (120/121) . Further, since 0 < < /2, we have sin = (120/121) = (230)/11.

Also, tan = sin/cos = [(230)/11/(1/11) ] = 230.

 WileyPLUS Suppose 0SolutionWe know that sin2 +cos2 = 1 or, sin2 = 1- cos2. Here, cos = 1/11 so that sin2 = 1-(1/11)2 = 1-1/121 = 120/121. Hence sin = ± (120/12

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