The length of the radius of a right circular cylinder is r unit and he

1.	The length of the radius of a right circular cylinder is r unit and height is 2r unit. Thelength of the diameter of the largest sphere that can be kept in the cylinder is(a)r unit (b) 2r unit (c)ż unit (d) 4r unit
Answer» $\tt{\huge{\pink{Hello!!! }}}$ Question : The LENGTH of the radius of a right circular cylinder is r unit and height is 2r unit. The length of the diameter of the largest sphere that can be kept in the cylinder is (a)r unit (B) 2r unit (c)ż unit (d) 4r unit Solution : $\tt{\orange {Step-By-Step-Explaination \: :- }}$ $\tt{\red{Given \: - }}$ From the above question we can gather the FOLLOWING Information : The length of the radius of a right circular cylinder is r unit. The height of a right circular cylinder is 2r unit. _____________ We Have To Find : The length of the diameter of the largest sphere that can be kept in the cylinder. _________________ We KNOW That : We know that the diameter of the base of the cylinder is equal to the diameter of the required sphere. Hence we can state : d = 2r. So OPTION B Is Correct....

The length of the radius of a right circular cylinder is r unit and height is 2r unit. Thelength of the diameter of the largest sphere that can be kept in the cylinder is(a)r unit (b) 2r unit (c)ż unit (d) 4r unit

Answer»

$\tt{\huge{\pink{Hello!!! }}}$

Question :

The LENGTH of the radius of a right circular cylinder is r unit and height is 2r unit. The

length of the diameter of the largest sphere that can be kept in the cylinder is

(a)r unit (B) 2r unit (c)ż unit (d) 4r unit

Solution :

$\tt{\orange {Step-By-Step-Explaination \: :- }}$

$\tt{\red{Given \: - }}$

From the above question we can gather the FOLLOWING Information :

_____________

We Have To Find :

The length of the diameter of the largest sphere that can be kept in the cylinder.

_________________

We KNOW That :

We know that the diameter of the base of the cylinder is equal to the diameter of the required sphere.

Hence we can state :

d = 2r.

So OPTION B Is Correct....