Final answer:
To move the dots to the correct location, we need to manipulate the given equations to solve for y and x. Let's start by subtracting and adding terms to isolate y and x in each equation. Then, we can write the equations in the correct format.
Step-by-step explanation:
In order to move the dots to the correct location, we need to manipulate the given equations to solve for y and x. Let's start with the first equation: y = (7x)/2 + 9. To move the dots and write it in a standard form, we'll subtract (7x)/2 from both sides and then subtract 9 from both sides. This gives us 0 = (7x)/2 - y + 9.
Next, let's rearrange the second equation: -2x + y = 6. To move the dots, we'll add 2x to both sides and then subtract 6 from both sides. This gives us 0 = 2x - y - 6.
Now, we can write the two equations together:
0 = (7x)/2 - y + 9
0 = 2x - y - 6
Moving the dots to the correct location, the equations become:
(7x)/2 - y + 9 = 0
2x - y - 6 = 0