Answer :
The equation representing the horizontal line passing through the point (7,5) is y = 5.
A horizontal line has a constant y-coordinate for all points along the line. In this case, the line passes through the point (7,5), which means that at x = 7, the y-coordinate is 5. Therefore, the equation representing this horizontal line can be written as y = 5.
This equation indicates that regardless of the x-value, the y-value will always be 5, resulting in a horizontal line.
A horizontal line is a straight line that extends infinitely in the horizontal direction. It is parallel to the x-axis and has a constant y-coordinate for all points along the line. The equation for a horizontal line is in the form y = b, where b represents the y-intercept. Since a horizontal line is parallel to the x-axis, its slope is zero. This means that the change in y is always zero, while the change in x can be any value. Therefore, the equation y = 5 represents a horizontal line with a y-coordinate of 5 for all x-values.
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