Question

Find the odd word/letter/number from the given alternatives

A) AG B) WA C) ET D) IQ

Answer 1

Answer: Option (C) ET is the odd one from the given alternatives.

Given : A) AG B) WA C) ET D) IQ are the pairs.

To find : Choose an odd one out from the given alternatives.

Explanation: For choosing the odd one out from the given word pairs, we can use the numerical value of the alphabets.

Numerical values of the alphabets A, B, C, D, E are 1, 2, 3, 4, 5 respectively and further this can be continued up to Z as per position of the alphabets. Then we can conclude which one is the odd one out by seeing mathematical operations of the alternatives.

For given alternatives,

AG, is the first alternative, $A = 1$ and $G = 7$ ⇒$AG = 1+7$ ⇒ $AG = 8$,

Similarly, WA has $W = 23$ and $A = 1$ ⇒ $WA = 24$,
ET includes $E = 5$ and $T = 20$ ⇒ $ET = 25$,

and IQ has $I = 9$ and $Q = 17$ ⇒ $IQ = 26$

We can now conclude that from these all values only  ET has odd value, all other alternatives are of even values.

Hence, ET is the odd one from the given alternatives.    

To know more details about numerical values of the alphabets please visit:

brainly.in/question/20971333

brainly.in/question/12554752

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