When a stone is lowered into a measuring cylinder the volume is 9.3 ml. The volume of the stone is 5.8 ml. Find the initial volume of water in the measuring cylinder.

Arrange the following steps in a sequence of find the vlume oof an irregular shaped solid body. (A). The irregular shaped solid is tied with the thread and is lowered into the measuring cylinder. (B). A measuring cylinder with graduations in millilitre or cubic centimetrer is taken. (C). The level of water in the measuring cylinder rises after immersion of the solid. (say V_(2) ) (D) First, it is filled with water to a certain level or volume. (say V_(1) ) (E). The volume of the stone is equal to the difference between the volume of the water before and after the immersion of the stone. (V_(2)-V_(1)) .

The radius and height of a cylinder are in the ratio 7:2. If the volume of the cylinder is 8316 cm^(3) ,find the total surface area of the cylinder.

The radius and height of a cylinder are in the ratio 7:2 . If the volume of the cylinder is 8316cm^(3) , find the total surface ara of the cylinder.

Under the spout of over flow jar, place a measuring cylinder. Gently lower a stone in the over flow jar. The stone displaces water which flows out from the spout into the measuring cylinder. If the readign on the overflow jar is 12ml then the volume of stone is ___________.

Under the spout of over flow jar, place a measuring cylinder. Gently lower a stone in the over flow jar. The stone displaces water which flows out from the spout into the measuring cylinder. If the reading on the overflow jar is 12ml, then the volume of stone is __________

The water level of a measuring cylinder is 26ml. A piece of concrete having a volume of 6 cm^(3) is immersed in it. The new level of water is

The water level of a measuring cylinder is 26ml. A piece of concrete having a volume of 6cm^(3) is immersed in it. The new level of water is

Find the least count of the measuring cylinder used and the volume of the sphere in the set-up shown in fig.