how do I solve m<1=3x+11
You have both an equality and an inequality. Make sure you copied the problem correctly.
The inequality tells you that m < 1
The equality tells you that x = -10/3
That is all you need to say about m and x.
Do realize that this is not a geometry question?
Perhaps the teacher does not know that.
We get some crazy questions here.
To solve this equation, first, let's isolate the variable "x" by moving the constant term to the other side of the equation.
We have the equation m < 1 = 3x + 11.
To move the constant term "11" to the other side, we can subtract it from both sides of the equation:
m < 1 - 11 = 3x + 11 - 11
This simplifies to:
m < -10 = 3x
Now, we need to isolate the variable "x". Divide both sides of the equation by the coefficient of "x", which is "3":
(m < -10)/3 = (3x)/3
This simplifies to:
m/3 < -10/3 = x
So, the solution is x = m/3 - 10/3.
Therefore, to solve this equation, express the answer as x = m/3 - 10/3.