Linear equations are first degree equations, which means that x is only raised to the first power. Nonlinear equations are second-degree equations, third-degree equations, fourth degree, etc., that have x raised to the second, third, etc., power. So in order to tell if it is linear or not, you just have to see if x is raised to a power or not.
1. Linear, since x is to the first power 2. Linear, since it will just form a line since y will always equal the same value. 3. Nonlinear, since x is raised to the second power, and will, therefore, create a parabola. 4. Linear, since x is once again raised to the third power.
Yeah its linear
Linear. They all follow the format y=mx+c wether or not they have been rearranged.
Hope i can you!
shift 4 units up, and 1 unit left.
it will translate f(x) = 3^x to g(x) = 3^(x+1) + 4
It’s linear .
EXPLANATION-
Linear equations are first degree equations, which means that x is only raised to the first power. Nonlinear equations are second-degree equations, third-degree equations, fourth degree, etc., that have x raised to the second, third, etc., power. So in order to tell if it is linear or not, you just have to see if x is raised to a power or not.
1. Linear, since x is to the first power
2. Linear, since it will just form a line since y will always equal the same value.
3. Nonlinear, since x is raised to the second power, and will, therefore, create a parabola.
4. Linear, since x is once again raised to the third power.
Linear
Linear
NON-Linear
Linear
HOPE THIS HELP U 🙂
linear
Step-by-step explanation:
its is linear I know this for a fact I had this same question
The equation is a linear equation do you need an explanation?
I think it is tho
let's wait for another answer
They are all linear bcz x and y have powers 1 if there had been y^2 or x^2 or 3 it would have been no more linear
tis linear
Step-by-step explanation:tis linear