Find odd one of the following A,F,I,Z,L
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L because all other numbers are in series but it's out of that series
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Answer:
L is the odd one out and must be removed to form the given series in correct order
Step-by-step explanation:
The series is given to be : A, F, I, Z, L
Now, A < F
Also, F < I
And I < Z
And Z > L
So, we can see that all the alphabets are arranged in the ascending order in the given series except L
if we skip L, then the series will be : A, F, I, Z
⇒ A < F < I < Z
Thus, all the alphabets are now in order of their increasing value or in the ascending order
⇒ L is the odd one out and must be removed to form the given series in correct order
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