1. **State the problem:** We need to find the difference between the sale prices of two houses. Each house has an original price and a percentage discount offer. We will calculate the sale price for each house and then find their difference. 2. **Calculate the sale price for the first house:** - Original price = 194000 - Discount = 6.1% = 0.061 Sale price = Original price \times (1 - discount) $$ 194000 \times (1 - 0.061) = 194000 \times 0.939 = 182166 $$ 3. **Calculate the sale price for the second house:** - Original price = 290000 - Discount = 11.45% = 0.1145 Sale price = Original price \times (1 - discount) $$ 290000 \times (1 - 0.1145) = 290000 \times 0.8855 = 256795 $$ 4. **Find the difference between the sale prices:** $$ 256795 - 182166 = 74629 $$ **Answer:** The difference between the sale prices of the two houses is 74629.