True or False-A relation is any set of ordered pairs whether represented as points, tables, mappings, or graphs.
What is TRUE?
Is this graph linear, nonlinear, increasing, decreasing, continuous, and/or discrete?
What is linear, decreasing, and continuous?
Is it a function?
{(2, 3), (4, 5), (-2, 6)}
What is YES because x does not repeat?
You put in your dollar at the vending machine and click Reese's cups. Reese's cups comes out of the vending machine. Is this example a function? Why?
What is yes because the input has only one output?
The set of first coordinates of a relation or a function
What is the x, input, and domain?
Is this graph linear, nonlinear, increasing, decreasing, continuous, and/or discrete?
What is nonlinear, decreasing, and continuous?
Using the vertical line test does the graph of the points (1,3) and (1,5) represent a function?
What is False, the points fail the vertical line test
The number of calories in a fast food hamburger
What is no because the number of calories in a fast food hamburger depends on the fast food restaurant
The set of second coordinates in a relation or a function
What is the y, output, and range?
Is this graph linear, nonlinear, increasing, decreasing, continuous, and/or discrete?
What is linear, increasing, and discrete?
Is it a function?
x | y |
2 | 4 |
1 | 5 |
2 | 6 |
What is NO because x repeats?
Your teacher sends the whole pod a Remind text about an upcoming test on Friday. Is this an example of a function? Why?
What is no because the input (text message) has numerous outputs (the kids that received the Remind text)?
Is this graph linear, nonlinear, increasing, decreasing, continuous, and/or discrete?
What is nonlinear, increasing, decreasing, and continuous?
Is it a function?
What is YES because it passes the Vertical Line Test?
You have a coffee machine that you put water and coffee grounds in to get the coffee. Is this an example of a function? Why?
What is yes because the input of water and coffee grounds gives you only one output which is coffee.
Is this graph linear, nonlinear, increasing, decreasing, continuous, and/or discrete?
What is nonlinear and discrete?
Is it a function?
What is NO because it does not pass the Vertical Line Test?
You put money into a drink machine and choose a drink, but no drink comes out. Is this an example of a function? Why?
What is no because in order to be a function every input must have only one output. In this example there is no output so it is not a function.