Question

Column I		Column II
A	${ }^{24} C _2+{ }^{23} C _2+{ }^{22} C _2+{ }^{21} C _2+{ }^{20} C _2+{ }^{20} C _3$ is equal to	p	102
B	In the adjoining figure number of progressive ways to reach from $(0,0)$ to $(4,4)$ passing through point $(2,2)$ are (particle can move on horizontal or vertical line)	q	2300
C	The number of 4 digit numbers that can be made with the digits $1,2,3,4,3,2$	r	82
D	If $\left\{\frac{500 !}{14^{ k }}\right\}=0$, then the maximum natural value of $k$ is equal to (where $\{$.$\}$ is fractional part function)	s	36

• A. $( A ) \rightarrow( q ),( B ) \rightarrow(p),( C ) \rightarrow(r ),( D ) \rightarrow( s)$
• B. $( A ) \rightarrow( p ),( B ) \rightarrow( s ),( C ) \rightarrow( p ),( D ) \rightarrow( q )$
• C. $( A ) \rightarrow( q ),( B ) \rightarrow( s ),( C ) \rightarrow( p ),( D ) \rightarrow( r )$
• D. $( A ) \rightarrow( r ),( B ) \rightarrow(p ),( C ) \rightarrow( s ),( D ) \rightarrow( q)$

Answer 1

Answer: (C)

Correct answer is (c) $( A ) \rightarrow( q ),( B ) \rightarrow( s ),( C ) \rightarrow( p ),( D ) \rightarrow( r )$