Aptitude - Odd Man Out and Series - Discussion

Discussion Forum : Odd Man Out and Series - Odd Man Out (Q.No. 10)
Directions to Solve
Find the odd man out.

10.
16, 25, 36, 72, 144, 196, 225
36
72
196
225
Answer: Option
Explanation:
Each of the numbers except 72 is a perfect square.
Discussion:
18 comments Page 1 of 2.

Sujan said:   3 months ago
Check if each number is a perfect square.
(16=4^{2})
(25=5^{2})
(36=6^{2})
And 72 is not a perfect square.
(144=12^{2})
(196=14^{2})
(225=15^{2})

So, 72 is the answer.
(2)

Gagarin said:   3 years ago
Ans: 225.

As, all are divisible by 4 except 225.
(3)

Dhiraj said:   3 years ago
Why the answer is not 196, when all sum of digits are odd except 196 which is even?
(2)

Rock Chinna said:   6 years ago
2*2=4
3*3=9
4*4=16
5*5=25
6*6=36
And 14*14=196 is the answer, but how is possible 72?

Please tell me.
(1)

Syamini said:   7 years ago
Why not 196? the sum of all other numbers are 9 so it is divisible by 9.

Ashish Pradhan said:   8 years ago
Why can't the answer be option C:196?

Because,
1+6=7
2+5=7
3+6=9
7+2=9
1+4+4=9
1+9+6=16
2+2+5=9.

Of all these numbers, only the sum of digits of 196 is even, rest is odd.

A.G Rao said:   8 years ago
According to me,

2*2=4,
4*4=16,
5*5=25,
6*6=36,
7*7=49,
8*8=64,
9*9=81,
10*10=100,
12*12=144,
14*14=196 but 72 is not square.
(1)

Nidheesh said:   8 years ago
According to me,

1 + 6=7--odd
2 + 5=7--odd
3 + 6=9--odd
1 + 4 + 4 = 9--odd
1 + 9 + 6 = 16--even
2 + 2 + 5 = 9 --odd.

16 is an even number, why it is not 196?

Athul said:   9 years ago
72 is the correct answer.
(1)

Kishore said:   1 decade ago
Except 72 all terms are perfect squares.
(2)


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