The ratio of the radio of two circles is 3:2 . What is the ratio of th

1.	The ratio of the radio of two circles is 3:2 . What is the ratio of their circumference?
Answer» o of RADII = 3 : 2 So, let the radii of two CIRCLES be 3r and 2r respectively. Let C1 and C2 be the CIRCUMFERENCES of the two circles of radii 3r and 2r respectively. C1 = 2π × 3r = 6πr C2 = 2π × 2r = 4πr According to the question, => 6πr÷4πr => 3÷2 Hence, C1 and C2 = 3÷2 = 3 : 2 Hope it helps you... Mark my answer as brainliest...

The ratio of the radio of two circles is 3:2 . What is the ratio of their circumference?

Answer»

o of RADII = 3 : 2

So, let the radii of two CIRCLES be 3r and 2r respectively.

Let C1 and C2 be the CIRCUMFERENCES of the two circles of radii 3r and 2r respectively.

C1 = 2π × 3r = 6πr

C2 = 2π × 2r = 4πr

According to the question,

=> 6πr÷4πr

=> 3÷2

Hence, C1 and C2 = 3÷2 = 3 : 2

Hope it helps you...

Mark my answer as brainliest...