the measure of one angle of quadrilateral is 210degree and measures of other three angles are equal find the measure of each angle.
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Given:
The measure of one angle of the quadrilateral is 210degree
To find:
The measure of the other three angles of the quadrilateral
Solution:
We have given in the question that all the remaining three angles if the quadrilateral are equal
Let the other angles of the quadrilateral is x°
So by the angle sum property of the quadrilateral the sum of all the angles must be 360°
- 210° + x° + x° + x° = 360°
- 3x° = 360° - 210°
- 3x° = 150°
- x° = 150°/3
- x° = 50°
So the remaining angles of the quadrilateral are 50°, 50° and 50°
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