Directions(1-5): Find the missing term of the following series.
- 1, 16, 81, 256, ?, 1296
620550585625666Option D
1^ 4 , 2^ 4 , 3^ 4 , 4^ 4 , 5^ 4
=> 5^4 = 625 - 8484, 4248, 2112, 1074, 513, ?
225.5320.3286.5387.7451.6Option C
(× 1/2 + 6) , (× 1/2 − 12) , (× 1/2 + 18) , (× 1/2 − 24) , (× 1/2 + 30)
=> 513 × 1/2 + 30 = 286.5 - 4, 31, 156, 499, 1228, ?
28802857244020002559Option E
Difference of these numbers in between the series.
3^3
5^3
7^3
9^3
11^3 - 45, 46, 70, 141, ?, 1061.5
401.5420.5303.3353.5380.6Option D
*1+1
*1.5+1
*2+1
*2.5+1
*3+1 - 120, 320, ?, 2070, 5195, 13007.5
820790775842870Option A
*2.5+20
*2.5+20
= 820 - What is the ratio between the number of candidates qualified from states B and D together to the number of candidates appeared from states ‘C’ respectively?
45:4833:4041:5037 : 4033:43Option D
Required ratio = ((16 + 21)% * 9000)/(8% * 45000)
= 37 : 40 - What is the difference between the number of qualified candidates of states D and those of G?
744700765705720Option E
Required difference = (21 – 13)% of 9000
= 720 - What is the ratio of the number of appeared candidates from states C and E together to that of the appeared candidates from sates A and F together?
15:2417: 3321:2919:2511:23Option B
Required ratio = (8 + 9)/( 15 + 18)
= 17: 33 - In which state, the percentage of qualifies candidates with respect to that of appeared candidates is minimum?
BAGDEOption C
Check the ratio of % qualified candidates with respect to the appeared is the least for which state. G. - What is the percentage of qualified candidates with respect to appeared candidates from states B and C taken together? (rounded to two decimal places)
18.25%20.13%15.15%24.21%25.32%Option D
Required %
= [(16 + 7)% * 9000]/[(11 + 8)% * 45000] × 100
= 24.21%
Directions(6-10): These questions based on the following tables.
Classification of appeared candidates in a competitive test from different states and qualified candidates from those states.
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