To solve the division problem \( 507 \div 3 \):
- Perform the division:
- \( 3 \) goes into \( 507 \):
- \( 3\) goes into \( 5\) once (1), giving \( 3 \) (subtract to get 2).
- Bring down the next digit \( 0 \) (making it \( 20 \)).
- \( 3 \) goes into \( 20 \) six (6) times (because \( 3 \times 6 = 18 \)), leaving \( 2 \) (subtract).
- Now bring down the next digit \( 7 \) (making it \( 27 \)).
- \( 3 \) goes into \( 27 \) nine (9) times (because \( 3 \times 9 = 27\)), leaving \( 0 \) (no remainder).
So, \( 507 \div 3 = 169 \) with a remainder of \( 0 \).
Therefore, the final result is:
- Quotient: 169
- Remainder: 0
Note: Since you mentioned wanting the result with the remainder, it seems there was a slight error in your original premise or the expected answer could be in a different context. However, if there was a requirement for a non-exact division result, the answer is \( 169\) remainder \( 0\).
If you used the check answer function based on your input, you might see if it's confirmed.