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Direction: Each question contains a statement followed by Quantity I, II and III. Read the information clearly and answer your questions accordingly. The options represent the relations between these three quantities A) > B) < C) = D) ≤ E) ≥ For example: Quantity I = 200 Quantity II = 300 Quantity III = 100 Hence, B, A a) A, B b) B, C c) B, A d) E, B e) B, D
Quantity I: Prakhar had an average of 43 in 8 matches. After 9th match his average was 45. His score in 9th match.
Quantity II: The ages of two brothers is in the ratio 3:4. 6 years ago, the ratio of their ages was 7:10. The sum of their present ages in years.
Quantity III: The perimeter of a rectangle is 206 cm and its area is 2520 sq cm. The length of the rectangle in cm.
B, C
B, E
B, D
C, C
C, E
Quantity I: Suppose his score in 9th match was S. (43 x 8 + S)/9 = 45 => 344 + S = 405 S = 61 Quantity II: Suppose their ages are 3n and 4n. (3n – 6) : (4n – 6) = 7:10 => n = 9 Sum of present ages = 27 + 36 = 63 Quantity III: Let length and breadth be L & B respectively. L+B = 206/2 = 103 and LB = 2520 => L, B = 63, 40 The length could be 63 or 40 61 < 63 ≥ 63, 40 Hence, B, E.
By: Munesh Kumari ProfileResourcesReport error
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