A solid disk of radius R rolls down an incline in time T. The center of the disk is removed up to a radius of R/2. The remaining portion of the disk with its center gone is again rolled down the same incline. The time it takes is:

Here is the answer for the question – A solid disk of radius R rolls down an incline in time T. The center of the disk is removed up to a radius of R/2. The remaining portion of the disk with its center gone is again rolled down the same incline. The time it takes is:. You’ll find the correct answer below

A solid disk of radius R rolls down an incline in time T. The center of the disk is removed up to a radius of R/2. The remaining portion of the disk with its center gone is again rolled down the same incline. The time it takes is:

The Correct Answer is

more than T.

Reason Explained

more than T. is correct for A solid disk of radius R rolls down an incline in time T. The center of the disk is removed up to a radius of R/2. The remaining portion of the disk with its center gone is again rolled down the same incline. The time it takes is:

Thankyou for using answerout. We hope you get all your answers here. If you have any special questions, you can comment to ask us.

See also  In Making Bombs for Hitler, how does Lida get her crucifix back from Zenia?

Leave a Comment