Data Interpertation & airthmatic
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Q10.) If a son is one third the age of his father now and one fifth the age of his father 6
years ago, then how old will his father be 4 years hence? ( in years)
A. 60
B. 35
C. 40
D. 52
E. None of these
Q9.) In a cricket tournament , there were 253 matches played. Every team played one
match with each other. The number of teams participating in the tournament is ?
A. 21
B. 23
C. 19
D. 27
E. 31
Q8.) A sum of βΉ1550 is lent out in two parts β one at 10% and the other 12%. If the total
annual income is βΉ162.75 the money lent at 10% is ?
A. βΉ975.5
B. βΉ1162.5
C. βΉ1320.5
D. βΉ720.2
E. None of these
Q7.) The number of seats in a cinema hall is increased by 20%. The price on a ticket is also
increased by 5%. What is the effect on the revenue collected?
A. 26% decrease
B. 20% decrease
C. 20% increase
D. 26% increase
E. 23% increase
Q6.) A starts a business with βΉ3000. B joins him after 3 months with βΉ5000. C puts a sum
of βΉ12000 in the business for 2 months only. At the end of the year, a total profit of βΉ7525
is earned. What will be the Cβs share?
A. βΉ1720
B. βΉ2010
C. βΉ1675
D. βΉ2120
E. βΉ1550
Q5.) Find the greatest number of six digits which, on being divided by 5, 6, 7, 8, 9, leaves
3, 4, 5, 6, 7 as remainder respectively.
A. 997280
B. 997918
C. 995070
D. 994070
E. 989999
Q4.) The difference between the downstream and the upstream speed of a boat is 6kmph
and the boat travels 72km fro P to Q (downstream) in 4 hours. Then find the speed of the
boat in still water.
A. 15kmph
B. 18kmph
C. 20kmph
D. 16kmph
E. 24kmph
Q3.) The sum of four times of an amount βxβ and (x-9.75) is βΉ442. Find the approximate
value of x.
A. βΉ85
B. βΉ90
C. βΉ100
D. βΉ110
E. βΉ750
Q2.) The ratio of Ishu 8 years hence to that of Ahana 6 years hence is 5:6. The age of Ishu
10 years hence is equal to the age of Ahana 6 years hence. Then, Find the present age of
Ishu?
A. 1.5 years
B. 2 years
C. 3 years
D. 4 years
E. 5 years
Q1.) What is the difference between 20% of P and 20% of (P+5000)?
A. 1500
B. 1200
C. 1000
D. 2000
E. 1600
#Missing #series
1. 167, 194, 223, 254, 287, ?
(a) 346
(b) 385
(c) 391
(d) 322
(e) None
2. 617, 628, 641, 658, 677, ?
(a) 700
(b) 698
(c) 723
(d) 777
(e) None
3. 859, ?, 872, 897, 946, 1067
(a) 866
(b) 863
(c) 870
(d) 860
(e) None
4. 26, 156, ?, 3120, 9360, 18720
(a) 820
(b) 760
(c) 840
(d) 780
(e) None
5. 1006, ?, 1732, 2200, 2746, 3376
(a) 1206
(b) 1464
(c) 1336
(d) 1296
(e) None
6. 25, 13, ?, 22.5, 47, 120
(a) 14
(b) 18.5
(c) 16
(d) 19.5
(e) None
7. 1, ?, 59, 241, 967, 3869
(a) 33
(b) 23
(c) 13
(d) 43
(e) None
8. 213, ?, 218, 245, 261, 386
(a) 216
(b) 214
(c) 215
(d) 217
(e) None
9. 347, 428, ?, 596, 683, 772
(a) 511
(b) 485
(c) 504
(d) 468
(e) None
10. 483, ?, 491, 503, 523, 553
(a) 484
(b) 487
(c) 485
(d) 489
(e) None
#quadratic #equations .
(A) x>y
(B) x<y
(C) x=y or no relation can be established
(D) xβ₯y
(E) xβ€y
1. x2- 30x + 216 = 0
y2- 16y+ 64 =0
2. x2- 34x + 273 = 0
y2 +11y- 102 =0
3. x2 = 1444
y2- 43y+ 456 =0
4. 3x2 - 19x + 28 = 0
y3 = 5832
5. 2x2 - 27x + 91 = 0
2y2- 19y+ 42 =0
6. 3x2 + 37x + 104 = 0
3y2- 25y+ 48 =0
7. 13x + 9y= 145
7x - 4y =25
8. x2 β 17x + 72 = 0
y2 + 23y+ 132 =0
9. x2 + 11x +24 = 0
y2 + 12y+ 32 =0
10. 11x+ 8y = 132
9x + y =105
11. 4x2 + 33x + 68 = 0
4y2 + 37y+ 85 =0
12. x2 + x - 42 = 0
y2 - 22y+ 96 =0
13. x2 + 23x +112 = 0
y2 +24y+ 119 =0
14. x= β289
y2- 16y+ 39 =0
15. x2 + 3x - 28 = 0
y2 = 169
20% ππ 420 +16% ππ 2500 +25%ππ 440 +17% ππ 220=?
(A) 631.4
(B) 641
(C) 215
(D) 511
(E) None
1896 β3248 +6215 β1540 +2312 =?
(A) 2140
(B) 5635
(C) 5410
(D) 2100
(E) None
2140/16 ππ15/6 Γ216/25 +211= ?
(A) 3100
(B) 2400
(C) 541
(D) 2100
(E) None
1465.23β2154+1630+1215β32.42=?
(A) 900
(B) 800
(C) 2123.81
(D) 500
(E). None
(1945Γ20)+( 162 Γ35)+(21Γ19)=120π₯β1
(A) 600.25
(B) 374.75
(C) 400
(D) 200
(E) None
β9604 +β576 +β1024 +152=?
(A) 379
(B) 480
(C) 319
(D) 215
(E) None
(14Γ27 ) +343Γ·49 +1295.99 Γ·6=?
(A) 540
(B) 401
(C) 214
(D) 601
(E) None
4132+1635 β2182 +3348+955=?
(A) 1488
(B) 4158
(C) 7488
(D) 7888
(E) None
