Option (A) is correct.
Given, the radius of the top of the bucket , R = 28 cm
And the radius of the bottom of the bucket, r = 7cm
Slant height of the bucket , l = 45 cm.
Since, bucket is in the form of frustum of a cone.
∴ Curved surface area of the bucket =πl[R+r]=π×45(28+7)
[∵Curved surface area of frustum of a cone=π(R+r)l]
=π×45×35=227×45×35=4950 cm2