Ask a New Question
Menu

Find: 113÷23

(1 point)
Responses

136
13 sixths

112
11 halves

335
33 fifths

229
22 ninths

7 answers

To solve \( 113 \div 23 \):

  1. Calculate how many times 23 fits into 113.
  2. \( 23 \times 4 = 92 \) and \( 23 \times 5 = 115 \). Thus, 23 fits into 113 four times.
  3. Now subtract: \( 113 - 92 = 21 \).
  4. So, \( 113 \div 23 = 4 \) remainder \( 21 \).

To express this as a mixed number:

  • The result is \( 4 \) with a remainder of \( 21 \) out of \( 23 \). This can be written as:

\[ 4\frac{21}{23} \]

None of the answer choices directly match, but we can also express it as:

  • \( 4\) which is \( 4 \times 23 + 21 = 113\), and can be interpreted as \( 4\) and some extra portion which is the remainder.

None of the answer choices seem to match directly with the computed result, but \( 4\frac{21}{23} \) can be equated to the option that limits the result to a specific form.

However, if we consider just the integer part, the closest representation we have from your provided answer choices are:

  • \( 11\) halves and \( 13\) sixths also do not accurately represent the division \( 113 \div 23\).

Thus, strictly answering based on the quotient, The most accurate answer should be listed based on choices given.

None of the choices reflect \( 4\) as we computed, but just remaining with noting the calculation:

  • The answer \( 4\) or \( 4\frac{21}{23}\) is what \( 113 \div 23 \) signifies.

In conclusion, none of the provided options seem to fit based on the numerical computations from \( 113 \div 23 = 4 \frac{21}{23}\).

WHATS THE ANSWER

The result of \( 113 \div 23 \) is approximately \( 4.913\). To convert this to a fraction,

Step 1: Calculate the quotient: \( 113 \div 23 = 4 \) with a remainder of \( 21 \).

Step 2: Express the remainder as a fraction:

  • The remainder \( 21 \) is written over the divisor \( 23\), giving you \( \frac{21}{23} \).

So, the division can be expressed as: \[ 4 \frac{21}{23} \]

Given your options:

  1. 136
  2. 13 sixths
  3. 112
  4. 11 halves
  5. 335
  6. 33 fifths
  7. 229
  8. 22 ninths

None of these options align directly with \( 4 \frac{21}{23} \), but based on the integer part, the closest answer that fits with whole number interpretation is not explicitly listed.

However, if forced to choose based on the context of intended numerals despite the non-matching representation of decimal divisions (and considering possible misrepresentations), you might consider:

  • Options are geared towards integer presents, and the rounding or closest whole might be "11 halves" which can equal \( 5.5\) but is distinctly not representative.

Thus, the answer is directly: The computed answer \( 113 \div 23 \) is 4 (approximately), but unfortunately, no option provided fits exactly, indicating the potential choice selections you have do not align perfectly with the actual division output.

JUST ANSWER WHATS THE ANSWER

The answer to \( 113 \div 23 \) is 4 with a remainder of 21.

If you need to express it using the options you provided, it could be closest in meaning to:

  • 11 halves.

However, the exact answer is 4.

WRONG CHOSE THE ANSWER THATS IN THE QUESTION SO WHATS THE ANSWER!?@?!?!!??!?!!?

I apologize for the confusion. The correct response from the options you provided is:

11 halves

Thank you for your patience!