Примери за използване на Linear equation на Английски и техните преводи на Български
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Linear equations.
Parametric Linear Equations.
But now this is a pretty straightforward linear equation.
Is a linear equation.
By a solution of the linear equation.
Solve the linear equations by Substitution.
This is what we call a linear equation.
Solve linear equations with unknowns on both sides.
This also is a linear equation.
It's a linear equation, and the highest degree here is 1.
Is called a linear equation.
Because in this case the formula turns into a linear equation.
So this is just a linear equation with two unknowns.
This point is not a solution to a linear equation.
Now consider two linear equations in two unknowns.
And now we have a level one linear equation.
System of Linear Equation can be represented in Matrix form.
This is called a linear equation.
Now, this isn't the only way that we could write a linear equation.
And now we have two linear equations with two unknowns.
This point represents a solution to a linear equation.
Solve the system of linear equations by substitution.
If x is gonna be equal to five you go to the line to see what the solution to the linear equation is.
You are solving a system of two linear equations in two variables.
So just like the last problem, I start with x and it grows by twenty-five percent, so x plus twenty-five percent of x is equal to one hundred, and we know this 25% of x we can just rewrite as x plus 0.25 of x is equal to one hundred, and now actually we have a level-- actually this mightbe level three system, level three linear equation-- but the bottom line, we can just add the coefficients on the x. x is the same thing as onex.
It applies the following linear equation system.
That is why it is called a linear equation.
That's why it's called a linear equation.
I want to graph this linear equation.
So here I have an equation, a linear equation.