Properties of Exponents
Exponential Functions
Quadratic Stuff
Quadratic Applications
Multiply Binomials
Things that start with B.
100

(3a^2b)(4a^2b^3)

12a^4b^4

100

It the following function exponential growth or decay:

f(x)=(.25)(1.01)^x

Growth

100

Does the equation below have a maximum or a minimum value?

h(x)=-13x^2+5x-8

Maximum

100

A Batman jumps off of a building.  His height at any time t, can be found using the equation below.  How tall was the building from which he jumped?

h(t)=-16t^2+32t+450

450 feet

100

(x-4)(x+6)

x^2+2x-24

100

Most sandwiches have this.

Bread

200

(-2x^4)^4

16x^16

200

What is the percent change modeled by the function:

g(x)=2.5(0.85)^x

15% decrease

200

What it the axis of symmetry of the graph?

x=-1

200

The velocity of a car can be modeled using the equation below.  What is the car's velocity at t = 3?

v(t)=2t^2-2t+25

v(3)=37

200

(2x-3)(4x-5)

8x^2-22x+15

200

A good place to keep your money.

Bank

300

(12x^5y^3z)/(4x^3y^3z^4

(3x^2)/(z^3)

300

Write the equation

y=6(1/3)^x

300

What is the vertex of 

y=-3(x-5)^2

(5, 0)

300

A Batman jumps off of a building.  His height at any time t, can be found using the equation below.  When does he reach his greatest height?

h(t)=-16t^2+32t+450

1 second

300

(3x-5)(3x+5)

9x^2-25

300

The outside of a tree.

Bark

400

What is the value of a if 

(5x^a)^b=25x^30

a=15

400

Write the equation from the graph:

y=5(8)^x

400

What is the axis of symmetry of 

f(x)=x^2+10x-3

x=-5

400

A Batman jumps off of a building.  His height at any time t, can be found using the equation below.  What is his greatest height?

h(t)=-16t^2+32t+450

466 feet

400

(3x-2)^2

9x^2-12x+4

400

This 5 stringed instrument is often associated with bluegrass, country, and folk music. 

Banjo
500

What is the value of a+b if

(ax^b)^a=27x^30

13

500

Katie invests $2000 into a bank account in 1990.  It gains 3.5% interest, compounded annually.  How much is the the account worth in 2023?

$6013.42

500

What is the vertex of 

V(t)=2t^2-8t+5

(2,-3)

500

The feet above the water of a diver can be modeled h(4by the equation below.  How long does it take the diver to hit the water?

h(t)=-3t^2+6t+24

4 seconds

h(4)=-3(4)^2+6(4)+24

500

-2(x+4)(x+1)

-2x^2-10x-8

500

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