Logical Reasoning - Number Series - Discussion
Discussion Forum : Number Series - Type 2 (Q.No. 3)
Directions to Solve
Look carefully for the pattern, and then choose which pair of numbers comes next.
3.
9 16 23 30 37 44 51
Answer: Option
Explanation:
Here is a simple addition series, which begins with 9 and adds 7.
Discussion:
41 comments Page 2 of 5.
Mujahid Ali said:
4 years ago
2 * 4+1 = 9.
2 * 8+0 = 16.
2 * 12-1 = 23.
2 * 16-2 = 30.
2 * 20-3 = 37.
2 * 24-4 = 44.
2 * 28-5 = 51.
2 * 32-6 = 58.
2 * 36-7 = 65.
2 * 8+0 = 16.
2 * 12-1 = 23.
2 * 16-2 = 30.
2 * 20-3 = 37.
2 * 24-4 = 44.
2 * 28-5 = 51.
2 * 32-6 = 58.
2 * 36-7 = 65.
(2)
Asj said:
5 years ago
There isn't any pair in question, so why the answers are in pair? '" How can I solve that 65? Please anyone explain me.
(2)
Utkarsh said:
9 years ago
9 +7 = 16
16 + 7 = 23
23 + 7 = 30
As it is;
51 + 7 = 58,
58 + 7 = 65,
As answer D is correct.
16 + 7 = 23
23 + 7 = 30
As it is;
51 + 7 = 58,
58 + 7 = 65,
As answer D is correct.
(1)
Ayana Chakraborty said:
4 years ago
Very helpful. Thanks all for explaining the answer.
Vivek said:
2 decades ago
Here is simple addition series which starts with 9 and addition of 7 that is 9+7=16, 16+7=23, .... 51+7=58, 58+7=65.
So 58 65 is correct answers.
So 58 65 is correct answers.
Pranshu Barnwal said:
6 years ago
According to me;
3^2 - (-1)*0 = 9
4^2 - 0*1 = 16
5^2 - 1*2 = 23
6^2- 2*3 = 30
7^2- 3*4 = 37
8^2 - 4*5 = 44
9^2 - 5*6 = 51
Amd similarly,
10^2 - 6*7 = 58 &
11^2 - 7*8 = 65.
Thanks!
3^2 - (-1)*0 = 9
4^2 - 0*1 = 16
5^2 - 1*2 = 23
6^2- 2*3 = 30
7^2- 3*4 = 37
8^2 - 4*5 = 44
9^2 - 5*6 = 51
Amd similarly,
10^2 - 6*7 = 58 &
11^2 - 7*8 = 65.
Thanks!
Sanap karuna Sudam said:
6 years ago
Adds 7 every no then answer is 58 65.
Vandan said:
8 years ago
Here, it is a simple addition series which starts with 9 and addition of 7 that is 9+7=16, 16+7=23, .... 51+7=58, 58+7=65.
So, 58 65 is the correct answer.
So, 58 65 is the correct answer.
Balachander said:
8 years ago
Yes, the correct answer 58, 65.
Piyush said:
8 years ago
Thank you all for explaining the answer.
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