Section 12.2 Worksheets
PDF Version of these Worksheets
Worksheet Worksheet 1
1.
Determine four solutions of the equation \(2x - 5y = 2\text{,}\) including at least one solution with a negative value and one solution that uses decimals or fractions.
2.
Plot the point \((4, 2)\) and draw a visualization for both conceptualizations of locating that point.
3.
Plot the point \((-3, -4)\) and draw a visualization for both conceptualizations of locating that point.
Worksheet Worksheet 2
1.
Determine 4 solutions of the equation \(x - 3y = -2\text{,}\) including at least one solution with a negative value and one solution that uses decimals or fractions.
2.
Plot the point \((0, 3)\) and draw a visualization for both conceptualizations of locating that point.
3.
Find four solutions of the equation \(2x - 3y = 1\text{.}\) Plot the points and sketch the solution.
Worksheet Worksheet 3
1.
Determine 4 solutions of the equation \(2x - 3y = -5\text{,}\) including at least one solution with a negative value and one solution that uses decimals or fractions.
2.
Plot the point \((-5, 0)\) and draw a visualization for both conceptualizations of locating that point.
3.
Find four solutions of the equation \(-x + y = 3\text{.}\) Plot the points and sketch the solution.
Worksheet Worksheet 4
1.
Each chart represents some solutions of a linear equation, but the equation of that linear equation isn't given. Determine three more points on the line based on the existing solutions.
2.
Find four solutions of the equation \(-3x - y = 4\text{.}\) Plot the points and sketch the solution.
3.
Find four solutions of the equation \(x = -3\text{.}\) Plot the points and sketch the solution.
Worksheet Worksheet 5
1.
Each chart represents some solutions of a linear equation, but the equation of that linear equation isn't given. Determine three more points on the line between the given points.
2.
Each chart represents some solutions of a linear equation, but the equation of that linear equation isn't given. Determine the missing coordinates based on the given points.
3.
Find four solutions of the equation \(4x - 3y = -3\text{.}\) Plot the points and sketch the solution.
