Ashvin and Bernard are racing on a circular track. If Ashvin takes 72 minutes and Bernard takes 48 minutes to complete the round. If they both start at the same point at the same time and go in same direction, after how many minutes will they meet again at the start point?
^@Rs24000^@ were divided equally among a certain number of persons. Had there been ^@100^@ more persons each would have got ^@Rs1000^@ less. Find the original number of persons.
Find the difference between the area of a regular hexagonal plot each of whose side is ^@ 60 \space m ^@ and the area of the circular swimming tank inscribed in it. ^@ \bigg[π = \dfrac { 22 } { 7 } \text { and } \sqrt { 3 } = 1.732 \bigg]^@
Kaleem loves to play with building blocks. He has building blocks in the shape of a cube. The shape and size of all the blocks are the same. Each edge of the block has a length of ^@ 7 \space cm ^@. This time Kaleem tries to form columns by placing the blocks one over the other. He places the blocks in such a way that there is always a block less in the consecutive column. If he starts with ^@6^@ blocks in the first column then what is the volume of the resultant figure?