Verbal Reasoning - Analogy - Discussion
Discussion Forum : Analogy - Analogy 3 (Q.No. 14)
Directions to Solve
In each of the following questions find out the alternative which will replace the question mark.
14.
9 : 8 :: 16 : ?
Answer: Option
Explanation:
9 = (3)2
8 = (3 - 1)3
and 16 = (4)2
? = (4 - 1)3 = 27
Discussion:
20 comments Page 1 of 2.
Madan k.c said:
4 years ago
Simply, the solution is;
3*3 = 9,
2*2*2 = 8,
4*4 = 16,
3*3*3 = 27.
3*3 = 9,
2*2*2 = 8,
4*4 = 16,
3*3*3 = 27.
(3)
S Prahadeeswari said:
3 years ago
Agree, 16 is the correct answer.
(2)
Omkar W said:
3 years ago
I think 16 is the right answer.
(2)
Prince kumar said:
5 years ago
According to me, the solution is;
3^2=9 and 2^3=8.
so, 4^2=16 and 2^4=16.
So the answer is 16 -> C.
3^2=9 and 2^3=8.
so, 4^2=16 and 2^4=16.
So the answer is 16 -> C.
(2)
Anu said:
3 years ago
simply,
The right answer is 27.
9 = 3^2,
8 = (3-1)^3=2^3,
16 = 4^2,
27 = (4-1)^3=3^3.
The right answer is 27.
9 = 3^2,
8 = (3-1)^3=2^3,
16 = 4^2,
27 = (4-1)^3=3^3.
(1)
Shivani said:
7 years ago
9 =3^2.
8 =2^3.
16 =4^2.
3^3 => 27.
8 =2^3.
16 =4^2.
3^3 => 27.
(1)
Ankit said:
5 years ago
16 is correct
9 = 3^2.
8 = 2^3.
16 = 4^2.
4^2 => 16.
9 = 3^2.
8 = 2^3.
16 = 4^2.
4^2 => 16.
(1)
Zara said:
5 years ago
I think 16 is the correct answer.
(1)
Aley said:
3 months ago
@All.
Here is my explanation.
9:8.
9=(3)^2 and (2)^3=8
16:?
16 = (4)^2 = (2)^4=16
So, Option (c) is the answer.
Here is my explanation.
9:8.
9=(3)^2 and (2)^3=8
16:?
16 = (4)^2 = (2)^4=16
So, Option (c) is the answer.
Uday kumar said:
1 decade ago
Is ther any rule to do like that way?
I think answer can be 16 too.
Suppose. 3^2 =9
Reversed 2^3= 8 ok.
Similarlly 4^2=16
Reversed 2^4=16.
Please justify the above method. Sorry if I'm wrong.
I think answer can be 16 too.
Suppose. 3^2 =9
Reversed 2^3= 8 ok.
Similarlly 4^2=16
Reversed 2^4=16.
Please justify the above method. Sorry if I'm wrong.
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