The problem presented seems to involve a long division scenario where you divide the number 468 by 40.
Breaking it down:
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When you divide 468 by 40, you determine how many times 40 fits into 468 without exceeding it.
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The exact quotient obtained from the division can be calculated:
\( 468 \div 40 = 11.7 \)
Rounding down gives a quotient of 11, which comes from multiplying \( 40 \times 11 = 440 \).
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Subtracting this from 468 gives you a remainder of:
\( 468 - 440 = 28 \)
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If you need to find how many times 40 goes into 468 approximately, it confirms that the quotient is approximately 11.7.
Therefore, based on your options:
- 58 is too high for the division of 468 by 40.
- 58.5 is also not correct.
- 58 with a bar (which denotes a repeating decimal) doesn't apply.
- 59 is incorrect as well.
The actual quotient is approximately 11.7.