1)) intercept form.

Did you know that the intercept form of a linear equation is often written as \(y = m(x - p) + q\), where \((p, 0)\) and \((0, q)\) are the x-intercept and y-intercept, respectively? It makes it super easy to visualize how the line crosses the axes! This form is particularly helpful in graphing because you can quickly identify key points on the coordinate plane and sketch the line with confidence. One common mistake with intercept form is forgetting to correctly identify the intercepts before plotting the line. Ensure you have the correct points; they serve as anchors! Additionally, be cautious with the slope \(m\): a negative slope means the line will fall from left to right, while a positive slope will rise. Double-check your calculations to avoid any unwanted graph wobbling!