A circular wire of radius 42 cm is cut and bent in the form of a rectangle whose sides are in the ratio of 6: 5 . The smaller side of the rectangle is?
Correct Answer: 60 cm
Explanation:
Perimeter of rectangle = Circumference of circle
= 2πr
=2 x ( 22/7 ) x 42
= 264 cm Now perimeter of rectangle = 2 x ( 6a + 5a )
⇒ 2 x (6a + 5a) = 264
⇒ a = 12 Smaller side of rectangle = 5a
= 60 cm
