Linear
Quadratic
More Quadratic
Exponential
Which Function?
100

What is the domain of this linear function?

All real numbers

100

What is the domain of this quadratic function? 

All real numbers 

100

Maximum or Minimum?

Minimum

100

What is the domain of this exponential function?

All real numbers

100

Which function has an axis of symmetry and vertex?

Quadratic

200

What is the shape of a linear function? 

Line

200

What is the shape of a quadratic function?

Parabola

200

A small marshmallow is launched straight up in the air with a slingshot. Function h below gives the height in meters of the marshmallow:

 h(t) = 5 + 20t − 5t^2 

What height was the marshmallow launched from?

5 meters

200

What is the shape of an exponential function?

Curved line, either growth or decay
200

Which function has a constant rate of change?

Linear

300

What is the degree of this linear function y=2x+5?

Degree 1

300

What is one thing that a quadratic function has that linear and exponential functions don't have?

vertex

axis of symmetry 

squared term

300

What are the coordinates of the vertex?

(-2,-1)

300

What is the y-intercept for this exponential function?

(0,3)

300

x        y

1        7

2        9

3       11

4       13

Linear 

400

How would you describe the change in y-values of a linear function? 

Constant

400

What is another name for the constant term in a quadratic function?

starting point, y-intercept

400

What are the zeros of this function?

(4,0) and (1,0)

400

How would you describe the change in y-values of an exponential function?

Common factor

400

x         y

-12      143

-8        63

-4        15

0          -1

4         15

8         63

Quadratic

500

Give an example of a linear function that models a real life situation.


Money per hour


Constant rate of increase or decrease

500

Give an example of quadratic function that models a real life situation.

throwing, dropping, launching objects

profit/revenue

500

What is the y-intercept of this function?

(0,4)

500

Give an example of an exponential function that models a real life situation.

Algae, bacteria, money multiplying (doubling, tripling, etc.)

Value of car, computer, etc 

Depreciating value (decay)

500

x           y

0          1

1          0.5

2          0.25

3          0.125

4          0.0625

Exponential

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