Match List I with List II

List-I (Expression) List-II (Absolute Value)

(A) $\sqrt{15 \times 163 \div 5-89}$ (I) 105

(B) $\sqrt{15^{2}+11 \times 3^{2}}$ (II) 20

(C) $\sqrt{8^{2} \times 7 \times 5^{2}-175}$ (III) 10

(D) $\sqrt{91+\sqrt{70+\sqrt{121}}}$ (IV) 18

Choose the correct answer from the following options:

Question

Match List I with List II

	List-I (Expression)		List-II (Absolute Value)
(A)	$\sqrt{15 \times 163 \div 5-89}$	(I)	105
(B)	$\sqrt{15^{2}+11 \times 3^{2}}$	(II)	20
(C)	$\sqrt{8^{2} \times 7 \times 5^{2}-175}$	(III)	10
(D)	$\sqrt{91+\sqrt{70+\sqrt{121}}}$	(IV)	18

Choose the correct answer from the following options:

Accepted Answer

C - (A) with (II), (B) with (IV), (C) with (I), (D) with (III). (A) sqrt(489-89) = sqrt(400) = 20 (II). (B) sqrt(225+99) = sqrt(324) = 18 (IV). (C) sqrt(11200-175) = sqrt(11025) = 105 (I). (D) sqrt(91 + sqrt(81)) = sqrt(100) = 10 (III).

Answer

A - (A) with (III), (B) with (I), (C) with (IV), (D) with (II)

Answer

B - (A) with (II), (B) with (III), (C) with (I), (D) with (IV)

Answer

D - (A) with (IV), (B) with (III), (C) with (II), (D) with (I)

Match List I with List II List-I (Expression)List-II (Absolute Value) (A) \[\sqrt{15 \times 163 \div 5-89}\] (I) 105 (B) \[\sqrt{15^{2}+11 \times 3^{2}}\] (II) 20 (C) \[\sqrt{8^{2} \times 7 \times…

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