To divide 5,323 by 34, we first perform the division:
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Divide:
\[ 5,323 ÷ 34 \]
Performing the long division, we find how many times 34 can go into 5,323:
- 34 goes into 53 one time (34 * 1 = 34), leaving a remainder of 19 (53 - 34).
- Bring down the next digit (2) to make it 192.
- 34 goes into 192 five times (34 * 5 = 170), leaving a remainder of 22 (192 - 170).
- Bring down the next digit (3) to make it 223.
- 34 goes into 223 six times (34 * 6 = 204), leaving a remainder of 19 (223 - 204).
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Summary of division:
The quotient is 156 with a remainder of 19.
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Convert to mixed number:
Now we can represent this as a mixed number:
\[ \text{Quotient} = 156 + \frac{19}{34} \]
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Simplify the fraction:
The fraction \( \frac{19}{34} \) is already in simplest form, as 19 is a prime number and does not divide 34.
Thus, the final answer as a mixed number is:
\[ \text{Quotient} = 156 \frac{19}{34} \]
To fill in the boxes:
- Whole number: 156
- Numerator: 19
- Denominator: 34
Final answer:
156 \( \frac{19}{34} \)