In the following question, select the word which cannot be formed using the letters of the given word.
STRICT
The question asks us to find a word among the given options that cannot be created using only the letters available in the word ELECTRICIANS. To solve this, we need to look at the letters present in the original word and count how many times each letter appears. Then, for each option word, we check if all the required letters are available in sufficient quantities.
Let's list the unique letters in the word ELECTRICIANS and their frequencies:
So, the total available letters are E, E, L, C, C, T, R, I, I, A, N, S.
Now, let's examine each option word to see if it can be formed using the available letters from ELECTRICIANS.
Let's list the letters needed for the word STRICT and check against the available letters:
The word STRICT requires two 'T's, but the word ELECTRICIANS only contains one 'T'. Therefore, the word STRICT cannot be formed.
Let's list the letters needed for the word TRAINS and check against the available letters:
All letters required for TRAINS are available in ELECTRICIANS with sufficient counts. So, TRAINS can be formed.
Let's list the letters needed for the word ELECTS and check against the available letters:
All letters required for ELECTS are available in ELECTRICIANS with sufficient counts. So, ELECTS can be formed.
Let's list the letters needed for the word RACES and check against the available letters:
All letters required for RACES are available in ELECTRICIANS with sufficient counts. So, RACES can be formed.
Based on the analysis, the only word that requires a letter more times than it appears in ELECTRICIANS is STRICT (needs two 'T's, but only one is available).
Therefore, the word which cannot be formed using the letters of ELECTRICIANS is STRICT.
| Option Word | Letters Needed | Letters Available (ELECTRICIANS) | Can be Formed? | Reason |
|---|---|---|---|---|
| STRICT | S(1), T(2), R(1), I(1), C(1) | E(2), L(1), C(2), T(1), R(1), I(2), A(1), N(1), S(1) | No | Needs 2 'T's, but only 1 'T' is available. |
| TRAINS | T(1), R(1), A(1), I(1), N(1), S(1) | E(2), L(1), C(2), T(1), R(1), I(2), A(1), N(1), S(1) | Yes | All needed letters are available in sufficient counts. |
| ELECTS | E(2), L(1), C(1), T(1), S(1) | E(2), L(1), C(2), T(1), R(1), I(2), A(1), N(1), S(1) | Yes | All needed letters are available in sufficient counts. |
| RACES | R(1), A(1), C(1), E(1), S(1) | E(2), L(1), C(2), T(1), R(1), I(2), A(1), N(1), S(1) | Yes | All needed letters are available in sufficient counts. |
This type of question is common in verbal ability and reasoning tests. It assesses your attention to detail and ability to manipulate letters within a given set. These puzzles can appear in various forms:
The key to solving these problems is always to carefully count the frequency of each letter in the source word and compare it accurately with the letters needed for the target words. Don't miss repeated letters!
In the following question, select the word which cannot be formed using the letters of the given word.
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Similarly you have to identify the set for the word 'GIRL'

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