Which two equations is Point M the solution to?

Question

Which two equations is Point M the solution to?

y=−3x+1y is equal to negative 3 x plus 1

y=2xy is equal to 2 x

y=12x − 1y=12x − 1

y=−x+2

Answer 1

no point M provided.

But just take the (x,y) values of M and see whether they satisfy each equation.

Heck, try each one twice, since you insist on repeating everything!

Answer 2

y=1/2x-1

y=-3x+1

Answer 3

To find the equations for which Point M is a solution, we need to substitute the coordinates of Point M (denoted as M(x,y)) into each equation and see which equations are satisfied.

Given Point M(x,y), let's substitute its coordinates into the first equation:
y = -3x + 1

Substituting the coordinates of Point M:
y = -3(x) + 1
y = -3x + 1

Since the equation remains the same after substituting the coordinates, Point M is a solution to the first equation.

Now, let's substitute the coordinates of Point M into the second equation:
y = 2x

Substituting the coordinates of Point M:
y = 2(x)
y = 2x

Again, the equation remains the same after substituting the coordinates, so Point M is also a solution to the second equation.

Therefore, Point M is a solution to both equations y = -3x + 1 and y = 2x.

Answer 4

To find out which equations Point M is the solution to, we need to substitute the coordinates of Point M into each equation and see if they satisfy the equation. The coordinates of Point M are not provided in the question, so we cannot determine the equations it satisfies without knowing the values. Please provide the coordinates of Point M, so we can proceed with finding the equations it satisfies.