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Answer :-
Consider the fourth angle as X
In a quadrilateral we know that the sum of all angles is 360°
so,
We can write it as
X + 75° + 90° + 75° = 360°
On further calculation we get
X = 360° - 75° + 90° + 75°
By subtraction
X = 360° - 240°
X = 120°
Therefore, the measure of the fourth angle is 120°.
( I don't understand " Do° " (Given data). I have written the mind solution, 75°, 90° and 75° )
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