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Let O(0, 0) represent the origin in the plane. The point P(-4/v52, 6/V/52) lies on the unit circle centred at O. Let to represent the

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Let O(0, 0) represent the origin in the plane. The point P(-4/v52, 6/V/52) lies on the unit circle centred at O. Let to represent the angle from the positive x-axis counterclockwise to the segment OP. Then cos(tp) = and sin(tp) = (If necessary, type sqrt to mean the square root function, just like in WeBWork.)

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