Question

Find the equation of the line parallel to x=1 that contains the point (-2,-1)

Answer 1

The equation of the line parallel to x = 1 that contains the point (-2,-1) is x = -2.

Step-by-step explanation:

• To find the equation of a line parallel to x = 1 that contains the point (-2,-1), we need to determine the equation of the given line and find a line with the same slope passing through (-2,-1).
• Since x = 1 is a vertical line, its slope is undefined. Therefore, any line parallel to x = 1 will also be vertical and can be represented by the equation x = k, where k is a constant.
• To find the value of k, we substitute the x-coordinate (-2) of the given point into the equation x = k.
• Hence, the equation of the line parallel to x = 1 that contains the point (-2,-1) is x = -2.

Answer 2

answer : x= -2

bc the graph of x=1 is just a straight vertical line across the x-axis, so any lines parallel have to go vertically across the x-axis as well. The graph of line that goes through the point (-2,-1) is x=-2