The radius of a spherical balloon increases from 34 cm to 14
cm as air is pumped into it. Find the ratio of
surface areas of the balloon in these two cases.
Answers
Answered by
0
Given the diameter of the small balloon is 14cm and diameter bigger balloon is 28cm
Then the radius of small balloon =
2
14
=7cm
And radius of bigger balloon=
2
28
=14cm
We know the Surface area of balloon =4πr
2
Then the ratio of the surface area of two balloons =
4π(14)
2
4π(7)
2
=
196
49
=
4
1
Then the ratio of both balloon =1:4
Then the radius of small balloon =
2
14
=7cm
And radius of bigger balloon=
2
28
=14cm
We know the Surface area of balloon =4πr
2
Then the ratio of the surface area of two balloons =
4π(14)
2
4π(7)
2
=
196
49
=
4
1
Then the ratio of both balloon =1:4
Answered by
0
Step-by-step explanation:
3 taken away from 0 gives
Similar questions