Function R gives the amount of rain measured by a rain gauge t hours since it started raining. The amount of rain is measured in millimeters.
What does this expression or equation represent in this situation?
R(3)=9
The rain gauge was at 9 millimeters after 3 hours of raining.
Function w gives the weight of a cat, in kilograms, when it is m months old. Which statement represents the meaning of the equation w(7)=4 in this situation?
The cat weighs 4 kilograms when it is 7 months old.
What is the formula for the rate of change?
The change of y (y2-y1) over the change of x (x2-x1)
Find f(20) and f(160).
f(20) is approx. 3.25
f(160) is approx 3.8
What is Miss Smith's pet name?
What is Georgie?
Jay signs up for a new cell phone plan. Her plan starts at 10 dollars (d) and there is an additional 2 dollars for every call (c) sent.
Using function notation, what would the equation be for the situation?
y=10+2(c)
Function d gives the distance of a boat from the dock t seconds after leaving the dock. Distance is measured in meters.
What is d(90)?
d(90) is 50 meters.
What is the rate of change of the following order pairs?
(2,8) and (-6,4)
The rate of change is 2.
Function A and B give the population of City A and City B, respectively, t years since 1990. In each function, population is measured in millions.
Which is greater A(4) or B(4)?
B(4).
What is Miss Smith favourite color?
What is purple?
The owner of a small restaurant bought 75 kilograms of rice. Each week, the restaurant uses 4.5 kilograms of rice.
Function r gives the remaining amount of rice, in kilograms, as a function of the number of weeks (w) since the restaurant owner bought the rice.
Use function notation to write a rule that defines function r.
r= 75-(4.5)w
Are the following order pairs a function? Why or why not?
(9,0) (5,-6) (-6,5) (7,8)
Yes because every input has exactly one output.
The table and the graph show the population of a country between 2010 and 2015.
Find the average rate of population growth between 2010 and 2015.
The average rate of change from 2010-2015 is 500,000.
Function A and B give the population of City A and City B, respectively, t years since1990. In each function, population is measured in millions.
In what year will the populations of both cities be the same?
Is Miss Smith the oldest, middle , or youngest sibling?
What is oldest sibling?
Function R gives the inches of snow measured by a thermometer t hours since it started snow. The amount of snow is measured in inches.
What does each the equation represent in this situation?
R(0.5)=3
The snow is 3 inches half an hour after it started snowing.
(8,2) , (-4,-4), (6,7), (7,6) (8,-8), (2,4)
No because the input 8 has two output 2 and -8.
Jada walks to school. The function D gives her distance from school, in meters, t minutes since she left home.
Which equation tells us “Jada is 600 meters from school after 5 minutes”?
A. D(600)=5
B. D(5)= 600
C. t(5)=600
D. t(600)=5
looking at the graph, what are the horizontal intercept(s) of the function?
x=1
x= 27
What college did Miss Smith attend?
What is Georgia Southern University?
When looking at a set of ordered pairs. How can you tell whether or not the set of ordered pairs represent a function?
If every input has exactly one output, it is a function.
Function d gives the distance of a boat from the dock t seconds after leaving the dock. Distance is measured in meters.
When he was the farthest away from the dock? How far was he?
He was farthest away from the dock between 100-160 seconds. He was 60 meters away.
Which ordered pairs has a greatest rate of change?
Set A: (0,15) and (8,16)
Set B: (2, 14) and (18, 15)
Set C: (-5, -25) and (-6,-24)
Set B: (2,14) and (18,15)
Take a look at the graph. The following equation goes with the graph. y=h(t). h is height in feet. t is time in seconds.
Using the equation, What is the maximum height? Minimum height? Height staying the same? Starting height? Format: h(?)
Max height: h(4)
Min height: h(1.5)
Staying the same: h(7) through h(8)
Stating height: h(0)=7
What is Miss Smith's favourite drink?
What is lemonade?