how would you write a real world problems that model the following equation 0.08x=0.06x plus 140
One real-world problem that models the equation 0.08x = 0.06x + 140 could be the following:
"Sam and Amy both worked part-time jobs to save money for a summer trip. Sam's job pays $0.08 per hour, while Amy's job pays $0.06 per hour. Currently, Sam has saved x dollars, and Amy has saved $140 more than Sam.
Expressed mathematically, the equation becomes 0.08x = 0.06x + 140. This equation represents the situation where the amount of money Sam has earned at his job (0.08x) is equal to the amount Amy has earned at her job (0.06x) plus $140. By finding the value of x (the amount of money Sam has saved), we can determine how much each person has saved and if their savings are equal."