Write an absolute value equation represented by the graphite

absolute value function equation

It's also equal to 1. Now, we've seen examples of solving this before. When the situation where this-- the inside of our absolute value sign-- is negative, in that situation this equation is going to be y is equal to the negative of x plus 3.

So it would look something like this. Either x minus 5 is equal to positive Let's say we have the absolute value of 4x-- I'm going to change this problem up a little bit. So we have the graph of-- we have a positive slope.

You could try those numbers out for yourself. But then when x is less than negative 3, we're essentially taking the negative of the function, if you want to view it that way, and so we have this negative slope.

When y is equal to 0, x is negative 3.

solving absolute value equations on both sides

When x is greater than negative 3, this is positive. That's just like multiplying it by negative 1.

how to write an absolute value equation with given solutions

So you have the scenario where x plus I'll write it over here-- x plus 3 is greater than 0. But we just care about the absolute margin. A lathe is this carpentry tool that spins things around, and so it can be used to make things that are, I guess you could say, almost cylindrical in shape, like a leg for a table or something like that.

Rated 5/10 based on 92 review
Intro to absolute value equations and graphs (video)