1) One of the diagonals of a rhombus is equal to its side. Find the angles of the rhombus.
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solution.
Here one Digonal is equal to another side than.
there is a equilateral trangle formed.
so, then angle BAD = 60°
And, 1/2 angle 2= 60°
and, 1/2 angle 3= 60°
Now, Angle D= 180° - 60°= 120°
so, angle BDC= 30° & Angle CBD= 30°
SO, all angles of rhombus
Ange A= 60°
Angle B= 60°+30°= 90°
Angle C= 60°+ 30°= 90°
& Angle D= 120°
__________
☺✌✌
Here one Digonal is equal to another side than.
there is a equilateral trangle formed.
so, then angle BAD = 60°
And, 1/2 angle 2= 60°
and, 1/2 angle 3= 60°
Now, Angle D= 180° - 60°= 120°
so, angle BDC= 30° & Angle CBD= 30°
SO, all angles of rhombus
Ange A= 60°
Angle B= 60°+30°= 90°
Angle C= 60°+ 30°= 90°
& Angle D= 120°
__________
☺✌✌
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