00:01
This problem wants us to complete the following table, and the table is asking us to look at each individual equation and determine if the equation is an equation with linear equation variables.
00:12
So when we look at linear variables or linear equations, we need every variable to be to the first power.
00:20
So our first example that's given to us as a linear equation with linear variables is 4m to the first plus 3n to the first.
00:28
So that does mean that it's a linear equation.
00:30
The next example we see that we have our x value being squared to the second power.
00:36
So that means it is not linear because it's not to the first power.
00:39
For our next example and our next three examples, even though they look different, we still have x to the first, y to the first, x to the first, y to the first, x to the first, y to the first.
00:50
Even though for our next example we have square roots multiplied by our variables, that doesn't matter as long as we have our variable to the first power...