The measurements of a quadrilateral are given as
AB=4 cm, CD=5 cm, angle ABC = 75°, angle BCD = 45° and
angle CDA= 135°
Can you constant a unique quadrilateral ABCD?
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The data gives us 3 angles and 2 sides, but the sides are not adjacent. Hence, the given quadrilateral is not unique.
On the other hand, we can construct a unique quadrilateral if we know the measure of BC, as we now have the measures of 2 adjacent sides and 3 angles.
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