Match the following:

	Column – I		Column – II
i)	After striking the floor, a certain ball rebounds ${\left(\frac{4}{5}\right)}^{th}$ of height from where it has fallen. It is gently dropped from a height of 120 mts then the total distance travelled by the ball before coming to rest is __	p)	513
ii)	The positive integer n for which $\sum _{r=2}^{n}r{.2}^r=2^{n+10}$ is	q)	25
iii)	let $a_1,a_2,a_3,a_4,\mathrm{....}$ be a harmonic progression with  $a_1=5$ and $a_{20}=25$ then the least +ve integer n for which $a_n<0$ is	r)	1080
iv)	If  $P=2^{\frac{{\log }_3\left({\log }_{2}6\right)}{{\log }_{3}2}}$ and  $A^P=4$ then  $A^{P^2}=$	s)	36
		t)	63