Answer:
Explanation:
Step 1/2
First, we need to find the slope of line m and line n. Since the lines are parallel, their slopes will be equal. Let's assume the equation of line m is given by: y = 2a(16x + 6) Now, we need to find the slope of this line. To do this, we can find the derivative of the equation with respect to x: dy/dx = 2a(16) Now, let's assume the equation of line n is given by: y = px The slope of this line is p. Since the slopes of line m and line n are equal, we can set them equal to each other: 2a(16) = p Now, we need to find the value of x that makes m parallel to n. To do this, we can set the equations of the lines equal to each other: 2a(16x + 6) = px Now, we can substitute the value of p from the previous equation: 2a(16x + 6) = 2a(16)x Now, we can divide both sides by 2a: 16x + 6 = 16x Now, we can solve for x: 16x - 16x = -6 0 = -6 This equation has no solution for x.