To analyze the division \( 5,752 ÷ 7 \), we can perform the calculation:
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Performing the division:
\[ 5,752 ÷ 7 = 820 \]
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Now, let’s analyze the statements:
- The quotient is less than 800. – Incorrect (since the quotient is 820).
- The quotient is greater than 800. – Correct (since the quotient is 820).
- There is no remainder. – Incorrect (since \( 7 \times 820 = 5,740 \), leading to a remainder).
- There is a remainder of 3. – Incorrect (the remainder is not 3).
- There is a remainder of 5. – Correct (since \( 5,752 - 5,740 = 12 \), so \( 5,752 - 7 \times 820 = 12 \)).
So the correct statements are:
- The quotient is greater than 800.
- There is a remainder of 5.