Verbal Reasoning - Series Completion - Discussion
Discussion Forum : Series Completion - Section 1 (Q.No. 1)
Directions to Solve
Choose the correct alternative that will continue the same pattern and replace the question mark in the given series.
1.
120, 99, 80, 63, 48, ?
Answer: Option
Explanation:
The pattern is - 21, - 19, - 17, - 15,.....
So, missing term = 48 - 13 = 35.
Discussion:
32 comments Page 2 of 4.
Hamid iqbal said:
1 decade ago
99 to 21:120.
80 to 19:99.
63 to 17:80.
48 to 15:63.
So the 35 plus 13: 48.
80 to 19:99.
63 to 17:80.
48 to 15:63.
So the 35 plus 13: 48.
(1)
Lakhlendra Gangwar said:
1 decade ago
11*10 = 110+10 = 120.
10*9 = 90 +9 = 99.
9*8 = 72 +8 = 80.
8*7 = 56 +7 = 63.
7*6 = 42 +6 = 48.
6*5 = 30 +5 = 35.
10*9 = 90 +9 = 99.
9*8 = 72 +8 = 80.
8*7 = 56 +7 = 63.
7*6 = 42 +6 = 48.
6*5 = 30 +5 = 35.
(3)
Ram said:
1 decade ago
11*11-1 = 120.
10*10-1 = 99.
9*9-1 = 80.
8*8-1 = 63.
7*7-1 = 48.
6*6-1 = 35.
10*10-1 = 99.
9*9-1 = 80.
8*8-1 = 63.
7*7-1 = 48.
6*6-1 = 35.
(2)
Sripathachari said:
1 decade ago
11*11-1.
10*10-1.
9*9-1.
8*8-1.
7*7-1.
6*6-1.
10*10-1.
9*9-1.
8*8-1.
7*7-1.
6*6-1.
Sarjerao said:
1 decade ago
12*10=120
11*9=99
10*8=80
9*7=63
8*6=48
7*5=35
35 is correct answer.
11*9=99
10*8=80
9*7=63
8*6=48
7*5=35
35 is correct answer.
Vikas said:
1 decade ago
11*11-1=120
10*10-1=99
9*9-1=80
8*8-1=63
7*7-1=48
6*6-1=35
10*10-1=99
9*9-1=80
8*8-1=63
7*7-1=48
6*6-1=35
Mani said:
1 decade ago
Ajit your method very useful for me.
Prit said:
1 decade ago
Hi all methods are very useful to us.
Aneree said:
1 decade ago
12*10
11*9
10*8
9*7
8*6
7*5
11*9
10*8
9*7
8*6
7*5
Sam said:
1 decade ago
Hi all,
I got correct answer like this,
120 - 80 = 40
99 - 63 = 36
80 - 48 = 32
63 - x = 28
so x is 35. All differences vary with a value of 4 in decreasing order. I know its too complicated. But reasoning
never results with one exact answer. We can have arrive at different possible answer(s).
I got correct answer like this,
120 - 80 = 40
99 - 63 = 36
80 - 48 = 32
63 - x = 28
so x is 35. All differences vary with a value of 4 in decreasing order. I know its too complicated. But reasoning
never results with one exact answer. We can have arrive at different possible answer(s).
(2)
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