5

Basics of Functions and Their Graphs....

Question

Basics of Functions and Their Graphs.

Basics of Functions and Their Graphs.



Answers

Basics of Functions and Their Graphs.

This graph that looks like this. It goes through the origin, but not as an identity, because it's not one for one for the X and y look something like this. So this is just a direct variation.

This graph. It looks like this and has a line going straight like this is just a constant. So this is just a y equals negative 2.5 so constant function.

This graph, we can see that the domain or all the X values will be every number, all real numbers. The range are all the y values, and we can see that the graph starts at negative four on the why it's equal to negative for and it grows up. It's greater than negative for our X intercepts are negative 30 and 10 where it crosses the X axis. The Y intercept is where it crosses the Y axis, and it crosses that zero negative three f of negative, too. So that means when the input is negative, two or X value is negative. Two. We can see on the graph the Y value is negative three and f of two or when the expelling you is to the Y. Value is five.

For this graph the domain where all the X values are all real numbers. Every number would be included in this graph on the X axis or the range or the wives access. The range would start at four. So why is equal to four and then it opens down, so is less than for the X intercepts. That's where it crosses. The X axis would be at negative 30 and that 10 are why intercept or where it crosses the Y axis is at 03 f of negative to. That means when the X value is negative to the Y, value is equal to three and f of two. That means when the X value is to the Y, value is


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