Juan has $564 dollars in savings and earns $200 per week. Ming has $478 in savings and earns $212 per week. Which system of equations below represents the total saved, y, after x weeks?
Juan has $564 dollars in savings and earns $200 per week. Ming has $478 in savings and earns $212 per week. Which system of equations below represents the total saved, y, after x weeks?
y=564+200x
y=478+212x
y=564x-200
y=478x-212
y=564x+200
y=478x+212
y=564-200x
y=478-212x
The correct system of equations that represents the total saved, y, after x weeks is:
y = 564 + 200x
y = 478 + 212x
thats not right please try again
Apologies for the mistake. The correct system of equations is:
y = 564 + 200x
y = 478 + 212x
The correct system of equations that represents the total saved, y, after x weeks for Juan and Ming is:
y = 564 + 200x
y = 478 + 212x
Explanation:
To determine the total saved after x weeks, we need to consider the initial savings and the amount earned per week.
For Juan, he starts with $564 in savings and earns an additional $200 per week. Therefore, for each week, his savings increase by $200. This means that after x weeks, his total savings can be represented by the equation y = 564 + 200x.
For Ming, he starts with $478 in savings and earns an additional $212 per week. Therefore, for each week, his savings increase by $212. This means that after x weeks, his total savings can be represented by the equation y = 478 + 212x.
Therefore, the correct system of equations is:
y = 564 + 200x
y = 478 + 212x