Data Interpertation & airthmatic
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Q7.) A jar contains 48 litres of milk and 'X' litres of water. If a new mixture containing ‘2X’ litres of milk and ‘3X’ litre water is added to the jar, then the final quantity of this mixture becomes 60 litre. What was the quantity of milk in the final mixture? (in litres)
A.54
B. 48
C.52
D.45
E. 42
Q6.) The difference between the areas of a rectangle and a square is 35 .If the rectangle's length and breadth are 50% more and 10% less respectively than the side of the square then what is the rectangle's area? (in cm²)
A.100
B.135
C.145
D.85
E. 105
Q5.) The ratio of 52% of X to 30% of Y is 12:5. If X is 50 more than Y, then what is the value of 2X+Y?
A.390
B. 260
C.230
D.330
E. 490
Q4.) A earns an interest of ₹2880 on a certain sum when it is invested for 3 years offering R% simple interest pa. B earns an interest of ₹4000 on a certain sum when it is invested for 5 years offering R% simple interest pa. The sum invested by A is what per cent more than that invested by B?
A.66 ⅔%
B. 40%
C.33 ⅓%
D.20%
E. 30%
Q3.) Each month, Sania out of her monthly salary pays 25% towards rent and 40% of the remaining salary to her mother. She spends 40% of the remaining amount and saves the remaining in her bank account. If at the end of five months she has saved in her bank account ₹1,08,000 then how much did she pay towards rent per month?
A.₹30,000
B. ₹24,000
C.₹16,000
D.₹18,000
E. ₹20,000
Q2.) Amit is 6 years older than his wife Soma. The present age of their son Bunny is ⅓ of Soma's present age. If the sum of the present ages of Amit and Bunny is 54 years, then what was Soma's age when Bunny was born? (in years)
A.32
B. 28
C.24
D.36
E. 30
Q1.) In an election between two candidates, 75% of the voters cast their votes, out of which 2% of the votes were declared invalid. A candidate got 9261 votes, which was 75% of the total valid votes. Find the total number of votes.
A.16800
B.15800
C.16700
D.15700
E. 15400
(23 × 15) + (19% of 1800) + (16 × 24) = ? × 17 × 9
(a) 8
(b) 6
(c) 7
(d) 9
(e) None of these
22 × 16 + √2500 + 4² = ? + √361
(a) 401
(b) 399
(c) 387
(d) 369
(e) None of these
26.66% of 1110 + 5% of 2510 = ?
(a) 421.5
(b) 422.5
(c) 425.5
(d) 426.5
(e) None of these
(155 + 115) ÷ 9 + ? = 18% of 950
(a) 161
(b) 152
(c) 161
(d) 141
(e) None of these
960 × √256 ÷ 48 + 24% of 520 = ?
(a) 447.8
(b) 442.8
(c) 444.8
(d) 452.8
(e) None of these
(15 × 92) + (24 × 12) = ? + (57 × 11)
(a) 1261
(b) 1141
(c) 1022
(d) 1041
(e) None of these
27² + 32² = ? – 16³ - √1024
(a) 5881
(b) 5887
(c) 5224
(d) 5771
(e) None of these
45% of 4800 + 55% of 1300 = ? + 20% of 1200
(a) 2735
(b) 2635
(c) 2435
(d) 2335
(e) None of these
11² + 8³ + 4096⅙ = ?² + 80% of 15
(a) 33
(b) 25
(c) 24
(d) 21
(e) None of these
(6666 + 666 + 66 + 6 + 0.6) = ? × 3
(a) 2742.2
(b) 2862.2
(c) 2468.2
(d) 2882.2
(e) None of these
9.09% of 902 + (16 × 42) + 66.66% of 255 = ?
(a) 960
(b) 934
(c) 884
(d) 924
(e) None of these
(√841+ √1089) × 6 = ? – (16 × 28)
(a) 840
(b) 820
(c) 800
(d) 780
(e) None of these
36² – 270 + √289 – 30% of 2400= ? – 16.66% of 282
(a) 370
(b) 385
(c) 435
(d) 420
(e) None of these
