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The area of a smaller circle is one twenty-fifth of the area of a larger circle. What is the ratio of the radius of the larger circle to the radius of the smaller circle?

E. 1 : 25
F. 5 : 1
G. 1 : 5
H. None of the above

User Mr Mixin
by
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1 Answer

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Answer:


f) \: r2 / r1 \: = 5 / 1

Explanation:


(a1)/(a2) = (1)/(25) = (\pi * (r1)^(2) )/(\pi * (r2)^(2))


{((r2)/(r1))}^(2) = 25


(r2)/(r1) = 5

User Antoine Murion
by
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