Find the radius of a circle whose area is 4 times the area of circle having radius 28 cm
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Let the radius of the small circle be =r
Let the radius of the big circle be = R
= πr^2 = 4πR^2
= r^2 = 4×14×14
= r = 4×14×14
= r = 2×2×2×7×2×7
= r = 28 c.m.
= Circumference = 2πr
= C = 2× 22/7 × 28
= C = 176 c.m.
Let the radius of the big circle be = R
= πr^2 = 4πR^2
= r^2 = 4×14×14
= r = 4×14×14
= r = 2×2×2×7×2×7
= r = 28 c.m.
= Circumference = 2πr
= C = 2× 22/7 × 28
= C = 176 c.m.
Answered by
1
Answer:
Given radius =28 cm
We know that, Circumference of the circle i.e, C=2πr
=(2×22/7×28)
=(56×22/7)
=176 cm
176×4 = 704 cm
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