Determine the x value corresponding to y = 0 for the linear equation 11x + 4y = 44.

We are given a linear equation with two variables 11x + 4y = 44. In order to find the value of the variable x, provided that y takes a value equal to zero, substitute the value equal to 0 instead of y in the equation and solve the resulting linear equation with respect to the variable x.

Substitute y = 0,

11x + 4 * 0 = 44;

11x + 0 = 44;

11x = 44.

Divide both sides of the equation by 11, thereby getting rid of the coefficient in front of the variable x.

So,

x = 44: 11;

x = 4.

Answer: when y = 0, x takes a value equal to 4.