If the quadrilateral ABCD
is a parallelogram. What is
the value of x?
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Answers
Answered by
1
- let the angle D = x
3x+3+x=180[l.p]
4x+3=180
4x=180-3
4x=177
x=177÷4
x=44•25
Answered by
7
⬇⬇Answer ⬇⬇
3y + 2y - 5 = 180°
[ Adjacent angles of a parallelogram are supplementary]
↪ 5y - 5 = 180°
↪ y - 1= 36°
↪ y = 37.
3x + 3= 3y
[Opposite angels of parallelogram are equal]
↪x+1= y
↪ x= 37-1
↪ x= 36.
Hope it helps you... ⭐
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