Logical Reasoning - Number Series - Discussion

Discussion Forum : Number Series - Type 2 (Q.No. 1)
Directions to Solve
Look carefully for the pattern, and then choose which pair of numbers comes next.

1.
28 25 5 21 18 5 14
11 5
10 7
11 8
5 10
10 5
Answer: Option
Explanation:
This is an alternating subtraction series with the interpolation of a random number, 5, as every third number. In the subtraction series, 3 is subtracted, then 4, then 3, and so on.
Discussion:
126 comments Page 3 of 13.

Hitu said:   6 years ago
This question was very simple.

See, 28 25 5 21 18 5 14.

28-25=3.

5 was common in every 3 no.

Then 21-18=3.

5 common.

14-3=ans 11.

And 5 common.

Vaidik said:   6 months ago
@All.

Here, the First number will be 11 and the second number will be 7, need to check the options once again.

Correct me, If I am wrong.
(4)

Hema said:   1 year ago
diff(28 - 25) = 3,
5
diff(21-18) = 3,
5,
diff(14-x) = 3.
Then, 14-3=x=>x=11.
5

Hence 28 25 5 21 18 5 14 11 5 is the correct order.
(123)

Kailash malav said:   1 decade ago
Simply , look series first two number difference is 3 and second digit less than first digit than third digit is 5 and so on........

Sai vamshi said:   1 decade ago
28 25 5 21 18 5 14

Count 3 numbers

28-21 = 7
21-14 = 7
And 25-18 = 7

18-? = 7/11
And 5 is came on

Next element is 5
Ans: 11 5.

Trilok Tak said:   9 years ago
28 25 5 21 18 5 14 ? ?

28 (-3) = 25 (Repeat)5.
21 (-3) = 18 (Repeat)5.
14 (-3) =11 (Repeat)5.

So,
28 25 5 21 18 5 14 11 5.

K.chandra babu said:   9 years ago
5 is here just to confuse us .

Subtracting 3 from alternative numbers that is;
28 - 25 = 3.
21 - 18 = 3.
14 - 11 = 3.

Sagar said:   1 decade ago
28 25 5 21 18 5 14 11 5...

28-7=21.
25-7=18.
5 is common.

21-7=14.
18-7=11.
5 is common.

Than answer is 11 5.

Kumar said:   1 decade ago
After 2 numbers 5 is common.
28 25 difference b/t them 3.
21 18 21-18 = 3.
14 ? 14-? = 3 11, followed by 5.

Mattoo said:   1 decade ago
I looked at it as "28-25=3+2=5", then "21-18=3+2=5", then "14-11=3+2=5", and I arrived at the correct answer.


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