A circular chord of 35 cm is drawn into a rhombus. what is the length of its edge
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Solution :-
Length of the circular chord = 35 cm
Now,
Total length of the chord = Perimeter of rhombus
As, the rhombus has all its four sides of equal length.
Perimeter of rhombus = 4*Side
⇒ 35 = 4*Side
⇒ 4S = 35
⇒ Side = 35/4
Length of each side of the rhombus = 8.75 cm
Answer.
Length of the circular chord = 35 cm
Now,
Total length of the chord = Perimeter of rhombus
As, the rhombus has all its four sides of equal length.
Perimeter of rhombus = 4*Side
⇒ 35 = 4*Side
⇒ 4S = 35
⇒ Side = 35/4
Length of each side of the rhombus = 8.75 cm
Answer.
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