Math, asked by RudrakshM, 1 year ago

The radii of two circles are in the ratio 2:3. What is the ratio of their circumstances?​

Answers

Answered by anmolpanda01
3

Answer:

Step-by-step explanation:

The ratio of circumference of a circle is equal to the ratio of radii alsways

So, the ratio is 2:3


Anonymous: Correct Answer: 4 : 9
Anonymous: Let the radii of two circles are r1 and r2 respectively.

Given,

Circumference of 1st circleCircumference of 2nd circle=23

=> 2πr12πr2=23=> r1r2=23 => (r1r2)2=49

Area of 1st circleArea of 2nd circle= (r1r2)2=49
RudrakshM: i asked circumstance not area bro
RudrakshM: circumference**
Anonymous: OH GOSH
Anonymous: MERA LOL HO GAYA
Anonymous: SORRRY EVERYONE
Anonymous: A BIG FAT SORRY
Anonymous: .>>>>>>>>>>>>>?>?>?????????>?>?>?>?>?>??>?>??>>?>??>?>?>?>>?>?>?>?>?>>?>?>?>?>?>?>?>?>?>?>?>?>?>?>?>?>>?>?>?>??>?>?>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>??????????????????????????<<<<<<<<<<<<>>>>>>>>>>>>>>>>>>>>>>>>>>>><<<<<<<<<<<>>>>>>>>>>>>>>>>>>>>><<<<<>>>>>>>>>>>>
RudrakshM: np
Answered by Nereida
4

\huge\boxed{\texttt{\fcolorbox{purple}{yellow}{Heya !!!}}}

Your answer:-

ratio of the radii of two circles = 2:3

hence their circumference ratio is ....

2×(22÷7)×2 : 2×(22÷7)×3

cut out the similar no.s on the both side

Hence answer comes out to be

2:3

hope it helps you...

hit ❤

MARK BRAINLIEST AND

follow me


Anonymous: HAA HA REPORTED
Similar questions