can you solve this question step by step
Attachments:
Answers
Answered by
1
let the first radius=R
again,let the radius of second circle is =r
a.t.q
2πR-2πr=0.88
2π(R-r)=0.88
R-r=o.88×7/44
R-r = 88×7/44×100
R-r =0.14
again,a.t.q
R+r=5.6
using elimination method , after this you get the value of R and r
again,let the radius of second circle is =r
a.t.q
2πR-2πr=0.88
2π(R-r)=0.88
R-r=o.88×7/44
R-r = 88×7/44×100
R-r =0.14
again,a.t.q
R+r=5.6
using elimination method , after this you get the value of R and r
user20:
wrong
Answered by
1
Let the radius of two circles be r and R respectively
Sum of diameter of two circles = 2.8 m
So, 2r + 2R =2.8
or, R +r =1.4
Difference in circumference = 2pi ( R-r) = 0.88
So, R - r = 0.88 × 7 /(22×2) =0.14 __(pi = 22/7)__
So adding both we get, 2R =1.54 m
or, R =0.77 m
So r = 1.4 - 0.77 = 0.63 m
Hope this is ur required answer.
Sum of diameter of two circles = 2.8 m
So, 2r + 2R =2.8
or, R +r =1.4
Difference in circumference = 2pi ( R-r) = 0.88
So, R - r = 0.88 × 7 /(22×2) =0.14 __(pi = 22/7)__
So adding both we get, 2R =1.54 m
or, R =0.77 m
So r = 1.4 - 0.77 = 0.63 m
Hope this is ur required answer.
Similar questions