This is the y-intercept of this graph.
(0,1)
This is the absolute minimum of the function below.
1
Function, or NOT a function?
Function
The slope of this line and the meaning in the real world is this.
m = 0
They read 1 book over all the weeks recorded.
The Power Tower ride begins at 200 ft and passengers drop in 7 seconds. The table represents f(x), a function that can be used to predict the height after various points in time.
On a graph of f(x), this is what the y-intercept represents.
The height at the beginning of the ride (before the drop).
Jimmy works at Best Buy and gets paid an hourly rate, and also gets paid a bonus.
If the equation y = 20x + 15 represents the amount of money he can earn for a week, then how much does he get paid per hour?
$20
The graph shows the amount of air, y, over the time, x, while Drew is scuba diving. This is the domain and the range of the function shown in the graph.
Domain: 0 ≤ x ≤ 6
Range: 0 ≤ y ≤ 40
The function shown on the graph represents the time it takes to go down an elevator.
This is what the x-intercept represents in the situation.
The time it takes to reach the ground floor.
Look at this table:
x_|_y
0 | 8
1 | 6
2 | 4
Is the slope negative, positive, zero, or undefined? How do you know?
Negative
Function or NOT a function?
Function
Your weight is a function of how many bags of cheetos you eat.
What is the reasonable domain?
x ≥ 0
On a coordinate plane, you have a line with points at (1,1) and at (1,4).
This is the slope of this line.
Undefined, there is no slope.
What is f(-1) when f(x) = 3x2 - 6x + 15
A candle is burning. The height of the candle is a function of the time the candle spends burning.
The slope of this function is: positive, negative, zero, or undefined.
NEGATIVE
This is the reasonable domain and range of the situation below.
m ≥ 0
T ≥ 12.50
This is the cost per ticket. Round to the nearest hundredth.
$53.33
A scientist is experimenting with bacteria. She starts with 500 bacteria in a petri dish. She introduces a toxic substance that causes the sample size to reduce by ½ every hour.
Create a table and graph to represent this situation.
Make a table that shows an example of something that is NOT A FUNCTION.
The equation to represent the g(x),the green function, in relation to f(x) = x2, the blue function, is this.
g(x) = (x-2)2 - 3