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Number when divided by 462 gives the remainder as 25. When same number is divided by 14, the remainder will be?
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Number when divided by 462 gives the remainder as 25. When same number...
Explanation:

Finding the number:
- Let's assume the number is x.
- When x is divided by 462, the remainder is 25.
- This can be represented as x = 462a + 25, where 'a' is some integer.

Finding the new remainder:
- Now we need to find the remainder when x is divided by 14.
- We can write x = 462a + 25 as x = 14*33*a + 14*1 + 11.
- This can be further simplified as x = 14(33a + 1) + 11.

Final answer:
- When x is divided by 14, the remainder is 11.
Therefore, when the same number is divided by 14, the remainder will be 11.
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Number when divided by 462 gives the remainder as 25. When same number is divided by 14, the remainder will be?
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