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Answers
Step-by-step explanation:
Given:-
Two angles of a quadrilateral are 89° and 113 ° and other two angles are equal.
To find:-
Find the other two equal angles of the quadrilateral.
Solution:-
Given two angles of a quadrilateral are 89° and 113°.
and other two angles are equal
Let two equal angles be X° each.
We know that the sum of all interior angles in a quadrilateral is 360°
=>89°+113°+X°+X°=360°
=>2X°+202°=360°
=>2X°=360°-202°
=>2X°=158°
=>X°=158°/2
=>X°=79°
So, remaining angles 79° each.
Answer:-
The two equal angles of the quadrilateral are 79° each.
Answer:
Other two angles would be 79degree
Step-by-step explanation:
Two angles of a quadilateral are 89 and 113
sum of all angles of quadilateral is 360
113 + 89 = 202
202 + other 2angle = 360
other 2angle = 360 - 202
other 2angle = 158
other angle = 158/2
other angle = 79
I hape this solution helps you
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