Sure, to find two coordinates that lie on the line y=25x-10, we can choose any two values for x and solve for y.

Let's choose x=0 and x=1 for simplicity.

1. If x=0, we substitute x=0 into the equation to get y=25(0)-10, which simplifies to y=-10. So, the coordinate (0,-10) lies on the line.

2. If x=1, we substitute x=1 into the equation to get y=25(1)-10, which simplifies to y=15. So, the coordinate (1,15) lies on the line.

Therefore, the two coordinates that lie on the line y=25x-10 are (0,-10) and (1,15).

Question

Sure, to find two coordinates that lie on the line y=25x-10, we can choose any two values for x and solve for y.

Let's choose x=0 and x=1 for simplicity.

1. If x=0, we substitute x=0 into the equation to get y=25(0)-10, which simplifies to y=-10. So, the coordinate (0,-10) lies on the line.

2. If x=1, we substitute x=1 into the equation to get y=25(1)-10, which simplifies to y=15. So, the coordinate (1,15) lies on the line.

Therefore, the two coordinates that lie on the line y=25x-10 are (0,-10) and (1,15).

Knowee AI · Accepted Answer

Sure, to find two coordinates that lie on the line y=25x-10, we can choose any two values for x and solve for y.

Let's choose x=0 and x=1 for simplicity.

1. If x=0, we substitute x=0 into the equation to get y=25(0)-10, which simplifies to y=-10. So, the coordinate (0,-10) lies on the line.

2. If x=1, we substitute x=1 into the equation to get y=25(1)-10, which simplifies to y=15. So, the coordinate (1,15) lies on the line.

Therefore, the two coordinates that lie on the line y=25x-10 are (0,-10) and (1,15).

Here is the equation of a line: y=25x– 10. Choose the two coordinates that lie on the line.