How do you solve #11x + 8y \geq 56#?
1 Answer
Since your question is a little unclear, I will give you the following answers.
If you want to solve for
If you want to solve for
If you were to graph it, then color in the right side of the graph. graph{-11/8x+7 [-14.24, 14.23, -7.12, 7.12]}
Explanation:
To solve the inequality for either
You would do the following:
For
For
To graph the inequality, use the solution for
First, graph the equation
graph{-11/8x+7 [-10, 10, -5, 5]}
Now, pick an
For the inequality to hold true, we want the y values for the particular x value to be greater than -6.75. All the y values that are located to the right side of the slope will make the inequality true. Therefore, color the right side of the slope.