1. 2
9 30 105
? 2195 [Ans :-(4) 436]
2. 3
4 12 45
? 1005 [Ans :-(5) None of these (196)]
(1) 152 (2) 198 (3) 144 (4) 192 (5) None of these
3. 1
3 9 31
? 651
[Ans :-(3) 129]
(1) 97 (2) 127
(3) 129 (4) 109 (5) None
of these
4. 5
? 4 7.5 17 45
[Ans :-(2) 3]
(1) 3.5 (2) 3 (3) 2.5
(4) 2 (5) None of these
5. 15
30 ? 40 8 48
[Ans :-(1) 10]
(1) 10 (2) 20
(3) 18 (4) 12 (5) None of these
Solution:
Detailed Explanation:
Concept: More than 90% questions
can be classified on the basis of “slop”. Maximum Slop, Average Slop and
Minimum Slop – these are the mainly three types or slop. There is one more type
of slop - mean slop.
(1) In the Minimum Slop, the terms
are obtained by adding some numbers. In this type of slop, terms are not become
multiple.
(2) In other two types of slops,
terms become multiple. In the Average Slop, terms become multiple equally, i.
e., slops are as: ×2×2×2×2×2…. Or ×1.5×1.5×1.5×1.5×1.5…. or ×3×3×3×3×3×3×…….,
and something added or subtracted also.
(3) In the Maximum Slop, terms
become multiple, but not equally. It is either increasing or decreasing i. e., slops are as: ×1×2×3×4×5….
Or ×1.5×3×4.5×6×7.5…. or ×2×4×6×8×10×……., and something added or subtracted
also.
(4) In the Mean Slop, terms become
multiple, but not equally, but not so much sharp. It is either increasing or
decreasing i. e., slops are as: ×0.5×1×1.5×2.5×3…. etc.
and some thing added or subtracted also.
(5) There is an
“Ups and down” series also. In this series there are two types; one, in which
multiplication and division are in alternately used, and another, in which
addition and subtraction are alternately used. If slop is sharp, then the case
is of probably of multiplication and division and if the slop is less sharp,
then the case is of probably of addition and subtraction.
(6) Some other
rule may be associated in the series. Sometimes, any term in a series is the
sum of its just previous two terms throughout the series. Or, any term in a
series is the product of its just previous two terms throughout the series.
Solution:
1. Solution: This is type III series. Slop
is “Maximum”. Terms are multiplied by 1, 2, 3, 4, 5, 6 respectively and
added a number which is the product of
two numbers, complimentary to each other with respect to 8. That is, 1+7 = 8, 2+6 = 8, 3+5 = 8, 4+4 = 8, 5+3 = 8, 6+2 = 8 and so on.
×1+1×7 ×2+2×6
×3+3×5
×4+4×4 ×5+5×3 ×6+6×2
1) 2
9
30 105
?
2195 [Ans
:-(4) 436]
2. Solution: This
is also of type III series. Slop is “Maximum”. Terms are multiplied by 1, 2, 3,
4, 5, 6 respectively and 12, 22, 32, 42,
52, 62 are
successively added.
×1+12 ×2+22 ×3+32 ×4+42 ×5+52 ×6+62
2) 3
4 12
45 ? 1005
[Ans :-(5)
None of these (196)]
3. Solution: This
is also of type III series. Slop is “Maximum”. Terms are multiplied by 1, 2, 3,
4, 5, 6 respectively and 2, 3, 4, 5, 6, 7 are successively added.
×1+2 ×2+3
×3+4 ×4+5 ×5+6 ×6+7
3) 1
3 9
31 ? 651 [Ans
:-(3) 129]
4. Solution: This series is an
example of “Mean Slop” (Type IV). Terms are multiplied by 0.5,
1, 1.5, 2, 2.5 respectively; and then added 0.5, 1, 1.5, 2, 2.5 respectively
also.
×0.5+0.5
×1+1
×1.5+1.5 ×2+2 ×2.5+2.5
4) 5
? 4
7.5
17
45 [Ans :-(2) 3]
1. Solution: This is an “Ups and
down” series (type v). Here continuously multiplied by 2, then divided by and
so on.
×2 ÷3
×4 ÷5 ×6
5) 15
30 ? 40 8 48
[Ans :-(1) 10]
ur great sir
ReplyDelete