the surface of two hemispheres in the ratio 25 :49 find the ratio of their radius
Answers
Answered by
7
We know that,
Surface Area of two hemispheres = 25 : 49 .
Let the radii be a, b respectively.
4π(a) ² : 4π(b) ² = 25 : 49
a² : b² = 25 : 49
a : b = 5 : 7 .
Therefore, The ratio of radii is 5 : 7
Surface Area of two hemispheres = 25 : 49 .
Let the radii be a, b respectively.
4π(a) ² : 4π(b) ² = 25 : 49
a² : b² = 25 : 49
a : b = 5 : 7 .
Therefore, The ratio of radii is 5 : 7
Answered by
11
Heya.......!!!!
______________________________
We know that : Surface area of Hemisphere = 4πr ²
Given in the Question :--
ratio of surface area of Hemisphere = 25 : 49 .
we have to find ratio of their Radius .
So ,, let the radius be ' x ' and ' y ' respectively.
=> 4πx ² : 4πy ² = 25 : 49
=> x ² : y ² = 25 : 49
=> x : y = √25 : √49
➡ x : y = 5 : 7 is the ratio of their radius .
_______________________________
Hope It Helps You ^_^
______________________________
We know that : Surface area of Hemisphere = 4πr ²
Given in the Question :--
ratio of surface area of Hemisphere = 25 : 49 .
we have to find ratio of their Radius .
So ,, let the radius be ' x ' and ' y ' respectively.
=> 4πx ² : 4πy ² = 25 : 49
=> x ² : y ² = 25 : 49
=> x : y = √25 : √49
➡ x : y = 5 : 7 is the ratio of their radius .
_______________________________
Hope It Helps You ^_^
Similar questions
Chemistry,
7 months ago
Social Sciences,
7 months ago
Hindi,
1 year ago
Science,
1 year ago
Geography,
1 year ago