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a.83 b.106 c.75 d.97
Hint: In a circumscribed quadrilateral, opposite angles are supplementary. -supplementary means they add up to 180 degrees - circumscribed quadrilateral means the four points of the polygon lie on the circumference of a given circle.
so do i add 83 and 74 then subtract by 180? @mathmate
Since ABCD is a cyclic quadrilateral so sum of opposite angles must be =180 degree \[\angle B + \angle D =180^0 \rightarrow 74^0 + \angle D =180^0\] \[ \angle D =180^0-74^0 = 106^0\] Hence \[ \angle D = 106^0\] So b.106 is correct option
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Note: angle A has been provided to confuse/test students. It is not required for calculations.
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