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(2) The average of the first, second and third of four numbers is 72 more than the average of the second, third and fourth of these numbers. What is the first number if the average of first and fourth number is 408?
(a) 520
(b) 508
(c) 516
(d) 524
(e) None of these
(1) Rs 20000 is invested in each of the two schemes “X” and “Y” for 2 years. Both schemes offer interest at the rate of 6% per annum. If the difference between interests received from two schemes is Rs “z” then find the value of of “z”. The interest in scheme “X” offers simple interest while the interest in scheme “B” compounds annually.
(a) 84
(b) 72
(c) 60
(d) 96
(e) None of these
139.96 x 3.02 - 111.97 x 2.032 = ?
A. 170
B. 196
C.330
D.150
E. 280
111.01 - 211.09 + 12.01² = ? - 4.09²
A. 45
B. 35
C.60
D.85
E. 75
3.07 x 14.96 + 15.02²
- 11.03² = ?
A. 101
B. 149
C.133
D.120
E. 130
9.99² + 13.03 x 3.98 - 5.01³ = ? - 120
A. 130
B. 124
C.147
D.167
E. 132
14.03 + 28.02² ÷ 6.98 + 3.96² = ?
A. 120
B. 142
C.152
D.132
E. 11
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(75.04% of 839.95 – 15.92 × 15.13) = ? × 26.09
(a) 95 (b) 15 (c) 135
(d) 65 (e) 185
{1244.9547 + 3.03 × 1086.98 – (320.97 × 11.0543)} = ?
(a) 423 (b) 298 (c) 516
(d) 975 (e) 284
116.89 + 286.03 + 128.89 – 50% of 960.09 = 64.89% of ?
(a) 420 (b) 680 (c) 240
(d) 580 (e) 80
15.232 + 19.98% of 624.88 = ? × 6.99
(a) 25 (b) 50 (c) 80
(d) 95 (e) 120
(783.85)1/2 + 37.505% of 2688.04 + 48.12 × 34.05 ÷ (67.98) = ?
(a) 780 (b) 1340 (c) 2160
(d) 1060 (e) 1680
(999.99 – 45.05% of 399.99) ÷ 40.9 = ? + 100.01
(a) -80 (b) -40 (c) -60
(d) 20 (e) 50
84.04% of 2500.01 – 259.95 = ? + (15.05 × 11.99)
(a) 1910 (b) 1570 (c) 1730
(d) 1660 (e) 1800
72, 105, 114, 105, 84, 57, ?
(a) 32
(b) 30
(c) 36
(d) 42
(e) None of these
23 50 108 232 492 ?
a) 1028
b) 1024
c) 1020
d) 1032
e) None of these
