Set (2x + 1 = -x + 4) → (3x = 3) → (x = 1), then (y = 3) Answer: ((1, 3))
Here’s a breakdown of what that usually involves, plus a you can use or adapt. What a typical “piece” looks like Each problem might be on a worksheet section, with a small symbol or number next to it. After solving, students find the answer in a key that tells them which color to use for that section. Example piece (problem + coloring direction) Problem 1: Solve the system: [ \begin{cases} y = 2x + 1 \ y = -x + 4 \end{cases} ] systems of equations coloring activity
It sounds like you’re looking for a — likely a worksheet where students solve systems (by graphing, substitution, or elimination) and then color a picture based on their answers. Set (2x + 1 = -x + 4)
[ \begin{cases} x + y = 5 \ x - y = 1 \end{cases} ] Example piece (problem + coloring direction) Problem 1:
[ \begin{cases} 2x + y = 7 \ x - y = -4 \end{cases} ]
If (x = 1) → Color section A red If (x = 2) → Color section A blue If (x = 0) → Color section A green Example of a simple coloring activity piece (printable format) Instructions: Solve each system. Find the ordered pair. Match the x-value to the color below. Color the section with the given number.