opposite angleof a parallelogram are (3x+2) and (2x+52) f8nd all angles of parallelogram
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3
We know that opposite angles of paralellogram are equal
=> 3x + 2 = 2x + 52
=> 3x - 2x = 52 - 2
=> x = 50
First angle = 50 *3 + 2
= 150 + 2
= 152°
Second angle = 180 - 152
= 28°
Third angle = 152°
Fourth angle = 28°
=> 3x + 2 = 2x + 52
=> 3x - 2x = 52 - 2
=> x = 50
First angle = 50 *3 + 2
= 150 + 2
= 152°
Second angle = 180 - 152
= 28°
Third angle = 152°
Fourth angle = 28°
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Answered by
3
in the parallelogram all opposite side are equal
so the
their are given are opposite & equal
so the solve it
3x+2= 2x+52
3x-2x= 52-2
x= 50
put the value of x in angle
3x+2
3×50+2==152
opposite angle are equal & also put the value x in angle
second opposite angle=152
third angle
Wil be
180-152= 28
so the opposite 4th angle also
28°
so the
their are given are opposite & equal
so the solve it
3x+2= 2x+52
3x-2x= 52-2
x= 50
put the value of x in angle
3x+2
3×50+2==152
opposite angle are equal & also put the value x in angle
second opposite angle=152
third angle
Wil be
180-152= 28
so the opposite 4th angle also
28°
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