Math, asked by shubgpt7oct, 3 months ago

Two cylinders of same volunne have their heights in the ratio 1:3, find the ratio of their radius​


TanzimaFarheen: option to answer isn't there
shubgpt7oct: hii
shubgpt7oct: options are
shubgpt7oct: A. √3:1
TanzimaFarheen: i am not able to answer
TanzimaFarheen: not asking options
shubgpt7oct: B. √2:1
shubgpt7oct: what can u ask the
shubgpt7oct: n ??

Answers

Answered by seaswar16
1

Answer:

√3:1

Step-by-step explanation:

Volume of a cylinder is πr²h where r is the radius and h is the height of the cylinder

Since volumes are equal

π(r1)²h1 = π(r2)²h2

h1:h2 = 1:3

Therefore,

(r1)²/(r2)² = h2/h1

= 3/1

r1/r2 = √3/1

= √3:1


shubgpt7oct: thanks to you also
Answered by TanzimaFarheen
0

The ratio of the radius of two cylinders is √3:1

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