two angles of a quadrilateral are of measure 65 degree and other two angle are equal. what is the measure of each of these two angles
rahulkhichar4:
let the value of two equal sides be x so A.T.Q x+x+65 =360, 2x=295 ×=147.5 i hope it will help you
read the question properly two angles are 65°
and sum of four angles of quadrilateral is 360°
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Answered by
198
2 angles =65°
we know that sum of all angles is 360°
in this question we are given 2 angles and rest to are equal... so according to the rule that sum of all angles of a quadrilateral is 360°
let the measure of equal angles be x
then.. A.T.Q
X+X + 65° +65° = 360°
2x + 130°= 360°
2x= 360°-130°
X= 230/2
X= 115°
so, the measure of equal angles is 115°
(sorry don't bother about the size of X capital or small they both represent the same)
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we know that sum of all angles is 360°
in this question we are given 2 angles and rest to are equal... so according to the rule that sum of all angles of a quadrilateral is 360°
let the measure of equal angles be x
then.. A.T.Q
X+X + 65° +65° = 360°
2x + 130°= 360°
2x= 360°-130°
X= 230/2
X= 115°
so, the measure of equal angles is 115°
(sorry don't bother about the size of X capital or small they both represent the same)
HOPE THIS HELPED.... I HAVE GIVEN THE SOLUTIONS WITH ALL THE EXPLANATION I COULD GIVE...
PLZ MARK ME AS BRAINLIEST
THANKING YOU
YOURS GENIUS
janmeyjay plzark me as BRAINLIEST
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83
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