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 (500 !/14 k ) =0, then the maximum natural value of k is equal to (where . is fractional part function) s 36

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) <img class="img-fluid question-image" alt="image" src="https://cdn.tardigrade.in/img/question/mathematics/c25899c24c5f7f2245ea00cf662f72c2-.png" /> 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 (500 !/14 k ) =0, then the maximum natural value of k is equal to (where . is fractional part function) s 36 (A) ( A ) arrow( q ),( B ) arrow(p),( C ) arrow(r ),( D ) arrow( s) (B) ( A ) arrow( p ),( B ) arrow( s ),( C ) arrow( p ),( D ) arrow( q ) (C) ( A ) arrow( q ),( B ) arrow( s ),( C ) arrow( p ),( D ) arrow( r ) (D) ( A ) arrow( r ),( B ) arrow(p ),( C ) arrow( s ),( D ) arrow( q)

Tardigrade Admin · Accepted Answer

Correct answer is (c) ( A ) arrow( q ),( B ) arrow( s ),( C ) arrow( p ),( D ) arrow( r )

$(A) \to (q), (B) \to (p), (C) \to (r), (D) \to (s)$

$(A) \to (p), (B) \to (s), (C) \to (p), (D) \to (q)$

$(A) \to (q), (B) \to (s), (C) \to (p), (D) \to (r)$

$(A) \to (r), (B) \to (p), (C) \to (s), (D) \to (q)$

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

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 ${\frac{500 !}{1 4 ^{k}}} = 0$ , then the maximum natural value of $k$ is equal to (where ${$ . $}$ is fractional part function)	s	36

(A)→(q),(B)→(p),(C)→(r),(D)→(s)

(A)→(p),(B)→(s),(C)→(p),(D)→(q)

(A)→(q),(B)→(s),(C)→(p),(D)→(r)

(A)→(r),(B)→(p),(C)→(s),(D)→(q)

Correct answer is (c) (A)→(q),(B)→(s),(C)→(p),(D)→(r)

$(A) \to (q), (B) \to (p), (C) \to (r), (D) \to (s)$

$(A) \to (p), (B) \to (s), (C) \to (p), (D) \to (q)$

$(A) \to (q), (B) \to (s), (C) \to (p), (D) \to (r)$

$(A) \to (r), (B) \to (p), (C) \to (s), (D) \to (q)$

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