1. 1274 * 165 - 3215 = ? + 3261
(1) 203635
(2) 204734
(3) 203735
(4) 203734
(5) None of these
2. (17.3)^2 + (37.2)^2 - (32.6)^2 = ? + 437.21
(1) (12.8)^2
(2) 183.16
(3) 153.14
(4) 164.16
(5) None of these
3. 14/39 * 117/154 ÷ 78/88 + 15/78
(1) 1/3
(2) 0.75
(3) 1.5
(4) 0.5
(5) None of these
4. [(7√2 + 9√2) * (4√2 + 11√2)] - 257 = ?
(1) 29√2
(2) 17√2
(3) 223
(4) 184
(5) None of these
5. √9216 * √2601 - (43)^2 = √? + (55)^2
(1) 484
(2) 361
(3) 784
(4) 632
(5) None of these
Directions (6-10): What approximate value will come in the place of the question mark (?)
(1) 203635
(2) 204734
(3) 203735
(4) 203734
(5) None of these
2. (17.3)^2 + (37.2)^2 - (32.6)^2 = ? + 437.21
(1) (12.8)^2
(2) 183.16
(3) 153.14
(4) 164.16
(5) None of these
3. 14/39 * 117/154 ÷ 78/88 + 15/78
(1) 1/3
(2) 0.75
(3) 1.5
(4) 0.5
(5) None of these
4. [(7√2 + 9√2) * (4√2 + 11√2)] - 257 = ?
(1) 29√2
(2) 17√2
(3) 223
(4) 184
(5) None of these
5. √9216 * √2601 - (43)^2 = √? + (55)^2
(1) 484
(2) 361
(3) 784
(4) 632
(5) None of these
Directions (6-10): What approximate value will come in the place of the question mark (?)
in the following number series ?
6. 1599.99 + 5999 + 39.99 * 150.01 = ?
(1) 9600
(2) 8100
(3) 9000
(4) 22500
(5) 13600
7. [(9.99)^2 - (17.001)^2 + (06.01)^3]^2 = ?
(1) 730
(2) 675
(3) 960
(4) 530
(5) 480
8. 1801/24.5 * 199/243 ÷ 58/402 = ?
(1) 520
(2) 360
(3) 460
(4) 500
(5) 420
9. 882.01 – 465.99 +3299.99 = ? +2451.96
(1) 1200
(2) 1260
(3) 1320
(4) 1380
(5) 1440
10. (68.4% of 499.99)^(1/3) + (21% of 1203)^(1/2)
(1) 28
(2) 42
(3) 31
(4) 23
(5) 43
ANSWERS
1. (4)
2. (2)
3. (4)
4. (3)
5. (1)
6. (5)
7. (1)
8. (5)
9. (2)
10. (4)
6. 1599.99 + 5999 + 39.99 * 150.01 = ?
(1) 9600
(2) 8100
(3) 9000
(4) 22500
(5) 13600
7. [(9.99)^2 - (17.001)^2 + (06.01)^3]^2 = ?
(1) 730
(2) 675
(3) 960
(4) 530
(5) 480
8. 1801/24.5 * 199/243 ÷ 58/402 = ?
(1) 520
(2) 360
(3) 460
(4) 500
(5) 420
9. 882.01 – 465.99 +3299.99 = ? +2451.96
(1) 1200
(2) 1260
(3) 1320
(4) 1380
(5) 1440
10. (68.4% of 499.99)^(1/3) + (21% of 1203)^(1/2)
(1) 28
(2) 42
(3) 31
(4) 23
(5) 43
ANSWERS
1. (4)
2. (2)
3. (4)
4. (3)
5. (1)
6. (5)
7. (1)
8. (5)
9. (2)
10. (4)
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