ABCD is a parallelogram and angle A= 60 degrees , find the remaining
angles.
Answers
Answered by
42
In parallelogram opposite angles are equal.
Hence angle A = angle C = 60°.
Sum of adjacent angles = 180°
angle A + angle B = 180°
angle B = 180° - 80°
= 100°
Hence angle B = angle D = 100°.
Hope it's helpful to u.
Hence angle A = angle C = 60°.
Sum of adjacent angles = 180°
angle A + angle B = 180°
angle B = 180° - 80°
= 100°
Hence angle B = angle D = 100°.
Hope it's helpful to u.
Answered by
35
heya!!
here is your solution -
A = 60°
So, C will also be 60° (opposite angles)
Now other angles =>
Sum of the angles in a parallelogram = 360°
> A+B+C+D =360°
> 60°+B+ 60°+D =360°
> 120°+B+D =360°
B + D =360° - 120°
B + D = 240° ( angle B is equal to angle D )
B + B = 240°
2 B = 240°
B =240° / 2
B =120°
Hence, the other angles are, B = 120°, C = 60° and D = 120°
hope it helps!!
here is your solution -
A = 60°
So, C will also be 60° (opposite angles)
Now other angles =>
Sum of the angles in a parallelogram = 360°
> A+B+C+D =360°
> 60°+B+ 60°+D =360°
> 120°+B+D =360°
B + D =360° - 120°
B + D = 240° ( angle B is equal to angle D )
B + B = 240°
2 B = 240°
B =240° / 2
B =120°
Hence, the other angles are, B = 120°, C = 60° and D = 120°
hope it helps!!
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