Four numbers have been given out of which three are alike in some manner, while one is different. Choose the odd one.
- A250
- B95
- C159
- D150
- EQuestion Not Attempted
Solution & Step-by-step Explanation
Let's check the divisibility or sum of digits of the given options:
250⟹2+5+0=7
95⟹9+5=14
159⟹1+5+9=15 (Divisible by 3)
150⟹1+5+0=6 (Divisible by 3)
Let's look at another property, divisibility by 5:
250 is divisible by 5.
95 is divisible by 5.
150 is divisible by 5.
159 is NOT divisible by 5.
Since 250, 95, and 150 are all multiples of 5, while 159 is not, 159 is the odd one out.
250⟹2+5+0=7
95⟹9+5=14
159⟹1+5+9=15 (Divisible by 3)
150⟹1+5+0=6 (Divisible by 3)
Let's look at another property, divisibility by 5:
250 is divisible by 5.
95 is divisible by 5.
150 is divisible by 5.
159 is NOT divisible by 5.
Since 250, 95, and 150 are all multiples of 5, while 159 is not, 159 is the odd one out.