Does (50, 0) make the equation y = –42x − –50 true?

To determine if the point (50, 0) satisfies the equation y = -42x - -50, we can substitute the x and y values from the point into the equation.

The x-coordinate is 50 and the y-coordinate is 0.

Substituting these values into the equation gives us:

0 = -42(50) - -50

Solving the right side of the equation:

0 = -2100 + 50

0 = -2050

Since -2050 is not equal to 0, the point (50, 0) does not satisfy the equation y = -42x - -50.