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Given curve C1=x^2+(y-1)^2=1, then locus...

Given curve `C_1=x^2+(y-1)^2=1`, then locus of centre of circle which touches `C_1` and x-axis is `C_2(x,y),y gt 0`, then area bounded by `C_2` and line `y=4x` is :

A

`64/3`

B

`32/3`

C

`16/3`

D

`50/3`

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