Q20 Q21 Q22 Q23 Q24 Q25 Q: Find the \( x \)-intercept of the line with equation \( 3 x-y=12 \) \( 23 \% \) \( x \)-intercept \( =\theta \) Submit Answer

To find the \( x \)-intercept of the line given by the equation \( 3x - y = 12 \), you set \( y \) to 0 and solve for \( x \). This gives us \( 3x = 12 \), which simplifies to \( x = 4 \). Hence, the \( x \)-intercept is 4, or the point (4, 0). You can visualize intercepts by recalling how graphs work in the Cartesian plane. The \( x \)-intercept is where the line crosses the \( x \)-axis, meaning \( y = 0 \). This technique not only helps with solving similar equations but also aids when you dive into more complex functions and their behaviors!