Stmt1.
(pi)r^2=2(pi)r
therefore, r=2 (since r!=0)
So, in revolution it travels 4(pi) distance. To travel 100n distance it will take 25n/(pi) revs.
So not sufficient.
Stmt2.
The wheel takes 55 secs to make 25 rev. No information about how much distance it makes in one revs is given.Not sufficient.

Together:
Also not sufficient.Ans is E.

P.S.- I'm not sure about the "n" in the question. What is the source of this question?

[email protected] wrote:Stmt1.
(pi)r^2=2(pi)r
therefore, r=2 (since r!=0)
So, in revolution it travels 4(pi) distance. To travel 100n distance it will take 25n/(pi) revs.
So not sufficient.
Stmt2.
The wheel takes 55 secs to make 25 rev. No information about how much distance it makes in one revs is given.Not sufficient.

Together:
Also not sufficient.Ans is E.

P.S.- I'm not sure about the "n" in the question. What is the source of this question?

Ï€ is not n, it's 'pi', please give another try; source is me, very little known on globe!

sanju09 wrote:How many revolutions will the wheel make, without sliding, to travel a distance of 100 π?
I. The numerical value of the area enclosed by the wheel is same as its circumference.
II. It takes 55 seconds for the wheel to make 25 revolutions, without sliding.




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I. The numerical value of the area enclosed by the wheel is same as its circumference.
Ï€r*r = 2Ï€r
r = 2

Suff


II. It takes 55 seconds for the wheel to make 25 revolutions, without sliding.

we dont know the circumference,so it is impossible to find out how many revs it would make to travel 100Ï€

Insuff

Option A