Analogy Logic: BRIGHT: 24 Relationship Puzzle

This question requires us to identify a specific pattern or relationship between the word and the number in the pair BRIGHT: 24. We then need to apply this same relationship to the other given pairs (SMART: 21, SHARP: 20, QUICK: 20, BRAINY: 24) and find the one pair that does *not* follow this rule. The pair that doesn't fit is the answer.

Analyzing the Base Pair: BRIGHT: 24

Let's first determine the relationship between the word BRIGHT and the number 24.

• The word is BRIGHT.
• We count the number of letters in the word BRIGHT. There are 6 letters: B, R, I, G, H, T.
• The number associated with the word is 24.
• We look for a connection between 6 (the letter count) and 24. A simple mathematical operation could be multiplication.
• Let's test multiplying the letter count by 4: $6 \times 4 = 24$.
• This calculation matches the number given in the pair. So, the potential relationship is: (Number of letters in the word) $\times$ 4 = Given Number.

Evaluating the Options Based on the BRIGHT: 24 Pattern

Now, we will check if the other pairs follow the same rule: (Number of letters $\times$ 4).

Identifying the Odd Pair Out

From the table above, we can see that:

• SHARP: 20 fits the pattern ($5 \times 4 = 20$).
• QUICK: 20 fits the pattern ($5 \times 4 = 20$).
• BRAINY: 24 fits the pattern ($6 \times 4 = 24$).
• The pair SMART: 21 does not fit the pattern. The word SMART has 5 letters. According to the rule, the number should be $5 \times 4 = 20$. However, the pair provides the number 21.

Since three pairs (SHARP: 20, QUICK: 20, BRAINY: 24) follow the relationship (Number of letters $\times$ 4), and SMART: 21 does not, SMART: 21 is the pair that does not belong to the group.