In this question, choose that set of numbers from the four options, that is similar to the set (63, 49, 35) Option 1: (64, 40, 28) Option 2: (72, 40, 24) Option 3: (72, 48, 24) Option 4: (81, 63, 45)

Answer: (81, 63, 45). Solution: Answer: Option 4 → (81, 63, 45) Pattern in the given set: 63, 49, 35 = (7 x 9,\ 7 x 7,\ 7 x 5), Option, Factored Form, Fits Pattern?, (64, 40, 28), (8 × 8, 8 × 5, 4 × 7), No common factor or odd sequence., (72, 40, 24), (8 × 9, 8 × 5, 8 × 3), Common factor 8, but 9 → 5 → 3 skips 7., (72, 48, 24), (8 × 9, 8 × 6, 8 × 3), Common factor 8, but 9, 6, 3 are not all odd., (81, 63, 45), (9 × 9, 9 × 7, 9 × 5), Common factor 9, multiplied by 9, 7, 5.

Logical Reasoning

Analogy

Easy

In this question, choose that set of numbers from the four options, that is similar to the set (63, 49, 35)

(64, 40, 28)

(72, 40, 24)

(72, 48, 24)

(81, 63, 45)

✅ Correct Option: 4

Answer: Option 4 → (81, 63, 45)

Pattern in the given set: $63, 49, 35 = (7 \times 9,\ 7 \times 7,\ 7 \times 5)$

Option	Factored Form	Fits Pattern?
$(64, 40, 28)$	(8 × 8, 8 × 5, 4 × 7)	No common factor or odd sequence.
$(72, 40, 24)$	(8 × 9, 8 × 5, 8 × 3)	Common factor 8, but 9 → 5 → 3 skips 7.
$(72, 48, 24)$	(8 × 9, 8 × 6, 8 × 3)	Common factor 8, but 9, 6, 3 are not all odd.
$(81, 63, 45)$	(9 × 9, 9 × 7, 9 × 5)	Common factor 9, multiplied by 9, 7, 5.

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In this question, choose that set of numbers from the four options, that is similar to the set (63, 49, 35)

Solution

Answer: Option 4 → (81, 63, 45)

Pattern in the given set: 63,49,35=(7×9, 7×7, 7×5)63, 49, 35 = (7 \times 9,\ 7 \times 7,\ 7 \times 5)63,49,35=(7×9, 7×7, 7×5)

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Pattern in the given set: $63, 49, 35 = (7 \times 9,\ 7 \times 7,\ 7 \times 5)$