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If a and b are positive integers, and x=2×3×7×a , and y=2×2×8×b , and the values of both x and y lie between 120 and 130 (not including the two), then a–b=
1
2
-2
-1
We are given that x = 2×3×7×a = 42a and y = 2×2×8×b = 32b
We are given that the values of both x and y
lie between 120 and 130 (not including the two).
The only multiple of 42 in this range is 42×3=126
Hence, x=126
and a=3. The only multiple of 32 in this range is 32×4=128
Hence, y=128
and b=4,
Hence, a−b = 3−4 = -1
Hence, option 4 is the correct answer.
By: MIRZA SADDAM HUSSAIN ProfileResourcesReport error
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