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Question 5 th
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Answer:
Let two adjacent angles A and B of ∥gm ABCD be 3x and 2x respectively.
Since the adjacent angles of a parallelogram are supplementary.
∠A+∠B=180 o
⇒3x+2x=180 o
⇒5x=180 o
⇒x= 5/180 o
=36 o
∴∠3×36 o
=108 o
and, ∠B=2×36 o
=72 o
Since the opposite angles are equal in a parallelgram, therefore, ∠C=∠A=108 o
and ∠D=∠B=72 o
Hence, ∠A=108 o
,∠B=72 o
,∠C=108 o
and ∠D=72
Answered by
2
Answer:
the some of two adjacent angles are 180°
so, 3x+2x=180°
5x=180°
x=36°
1st angle=2x=2×36=72°
2nd angle=3x=3×36=108°
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