Series I: 6, 24, x, 720, 5040
Observing the pattern:
6 × 4 = 24
24 × 5 = x
x × 6 = 720
720 × 7 = 5040
From 24 × 5 = x, we get:
x = 120
Series II: 432, 250, 128, y, 16
Observing the pattern:
432 = 6^3x2
250 = 5^3x2
128 = 4^3x2
y = 3^3x2 = 54
Statement B : 2y = 2x54 = 108 and 120-108 = 12. Hence, x exceeds the double of y by 12.
Statement C: Both 120 and 54 are divisible by 6.
श्रृंखला I: 6, 24, x, 720, 5040
पैटर्न का अवलोकन:
6 × 4 = 24
24 × 5 = x
x × 6 = 720
720 × 7 = 5040
24 × 5 = x से, हमें प्राप्त होता है:
x = 120
श्रृंखला II: 432, 250, 128, y, 16
पैटर्न का अवलोकन:
432 = 6^3x2
250 = 5^3x2
128 = 4^3x2
y = 3^3x2 = 54
कथन B: 2y = 2x54 = 108 और 120-108 = 12. इसलिए, x, y के दोगुने से 12 अधिक है।
कथन C: दोनों 120 और 54, 6 से विभाज्य है।
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