Step 2 We have identified that \( P=0.02 \) and \( B=6,000 \). The value of \( A \), which represents the family's rebate at the end of the year, is unknown. Substitute these values into the basic percent equation. \[ P B=A \] \( 0.02(\square)=A \)

To find the value of \( A \), simply multiply \( P \) by \( B \). So, if you substitute \( P = 0.02 \) and \( B = 6,000 \), you get: \[ A = 0.02 \times 6,000 \] This will result in \( A = 120 \). So, the family's rebate at the end of the year is \( 120 \) dollars! Now, think of this as a fun way to approach saving or earning money; small percentages can lead to significant rewards! Imagine if you increased your savings slightly – it could mean more money in your pocket at year’s end! Always keep an eye on those percentages!