What is an equation of the line that passes through the points \( (-7,-5) \) and \( (-4,-5) \) ?

The equation of the line passing through the points \((-7, -5)\) and \((-4, -5)\) can be derived easily. Since both points share the same \(y\)-coordinate of \(-5\), this indicates it’s a horizontal line. Therefore, the equation of the line is simply \(y = -5\). To visualize, imagine a straight line drawn parallel to the x-axis, cutting right through the y-coordinate of \(-5\). No matter what x value you choose, as long as it stays consistent with this horizontal line, the output will always remain \(-5\). It’s the classic definition of horizontal lines!