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One of the numbers is twice the other number. If 15 is subtracted from both the numbers, then one of the numbers becomes trice that of the other new number. Find the other number?
Most Upvoted Answer
One of the numbers is twice the other number. If 15 is subtracted from...

Given Information:
- Let the two numbers be x and 2x.
- After subtracting 15 from both numbers, one number becomes 3 times the other number.

Calculation:
Let's calculate according to the given information.

- Initially, the numbers are x and 2x.
- After subtracting 15 from both numbers, the numbers become (x-15) and (2x-15).
- According to the second condition, one number becomes three times the other number:
- (x-15) = 3(2x-15)
- x - 15 = 6x - 45
- 45 - 15 = 6x - x
- 30 = 5x
- x = 6

Final Answer:
- Therefore, the two numbers are x = 6 and 2x = 12.
- The other number is 12.
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One of the numbers is twice the other number. If 15 is subtracted from both the numbers, then one of the numbers becomes trice that of the other new number. Find the other number?
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