\( 83 \div 3 = \ldots \quad 260 \div 5 = \ldots . + 6 = \ldots \)

When you divide \( 83 \) by \( 3 \), you get \( 27 \) with a remainder of \( 2 \), which can also be expressed as \( 27.67 \) if you want that decimal flair. Now, \( 260 \) divided by \( 5 \) equals \( 52 \), a nice round number! Add \( 6 \) to that, and you've got \( 58 \). So the complete operation can be fun to track: \( 83 \div 3 = 27.67 \) and \( 260 \div 5 + 6 = 58 \). Math can seem daunting, but there are super simple ways to check your work! For division, you can multiply your answer by the divisor and see if you get close to the original number. For instance, \( 27 \) times \( 3 \) equals \( 81 \), and adding the remainder \( 2 \) gives you back \( 83 \). Same with \( 52 \times 5 + 6 \) — you get back to \( 260 + 6 = 266 \) — wait, that’s a little off! Better double-check!