Are You Having Fun(ction)?
What's my function?
Key Features of Graphs
Domain & Range
Miscellaneous
100

This word is used to describe the set of all inputs for a function.

What is the domain?

100

Based on the graph of the function, what is f(4)?

f(4) = -2

100

What is the maximum value for the graph?

6

100

Find the DOMAIN:

{(-2, 4), (3, 2), (2, 10)}

What is {-2, 3, 2}?

100

f(n)=2n+1
g(n)=3n
Find f(n)+g(n)


5n+1

200

This word is used to describe the set of all outputs of a function.

What is the range?

200

Find f(4) =

0

200

The shaded region is increasing, decreasing, or constant.


Decreasing Interval

200

Find RANGE:


[-1, infinity)

200

Anna drops a ball from a third-story window. This equation represents the approximate height, h, in meters, of the ball above the ground after it falls for t seconds.

h(t) = -5t^2 + 45

  

Evaluate h(2). Enter your answer as a number.

25

300

What is the maximum value of a graph?

The largest y- value of the graph.

300

If f(x)=-3, what does x=?

-4

300

What is the first increasing interval for this graph?

(-4,-2)

300

Find DOMAIN:


all real numbers

(neg infinity, pos infinity)

300

f(x)=x^2+1

g(x)=2x-5

Find

f(x)-g(x)

x^2-2x+6

400

How do you determine if a GRAPH is a function or not?

What is the Vertical Line Test?

400

f(-3) if f(x) = 2x +1

What it -5 ?

400

The y-intercept of the graph.

What is (0, 4)?

400

Find the DOMAIN:


[-5,8]

400

Mr. Mole left his burrow and starting digging a new tunnel. The function that models his industrious activity is given as

F(x)= -2.3x-7

 where x is the time in minutes and F is the depth of his tnnel. How long would it take him to dig to -50 meters? 

18.696 minutes

500

This word describes any set of ordered pairs where each x-value is paired with one y-value.

What is a Function?

500

Let f(x) = x2 + x + 1; find f(-5).

What is 21?

500

Where is the graph decreasing? (Name ALL intervals.)

(-6,-4)U(-2,2)U(5,6)

500

Find the RANGE:


[-3,2]

500

A chipmunk eats his store of winter acorns at a constant rate of 5 a day. Using the function E(a)= -5a+60 find how long before he eats half of his stash. 

6 days

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