General
Growth
Decay
Mixed
Random
100

What is the initial value of y=3(4)x?

3
100

What makes a growth equation a growth equation?

b is greater than 1

100

What makes decay equations, decay equations?

b is between 0 and 1

100

What is the general form of exponential equations?

y=a(b)x

100

Name one thing that you have learned about Ms. Marsiglio so far this year.

we shall see

200

What does the a value do to the graph?

positive a: concave up

negative a: concave down

200
What key word(s) or phrase(s) do we look in a word problem for to indicate it is growth?

Increases, appreciates, grows

200

True or false: every decay equation is decreasing.

false

200

Is (1,1) a solution to the function y=2(1/2)x

why or why not?

yes. plug in x=1, you get y=1

200
Name at least two of the school principals

Kelly, McMillin, Roller, Cornish, Wright

300

Given the points {(0,2),(1,8),(2,32)}, write the exponential equation.

y=2(4)x

300
What is the exponential growth equation?

A=P(1+r)t

300

What is the only difference between the exponential growth equation and the exponential decay equation?

growth has (1+r), decay has (1-r)

300

Evaluate f(4) when f(x)=3(2)x

48

300

What month of the year has 28 days?

all of them

400

Given the equation, y=-(2)x

fill out the following:

initial value, multiplier, growth or decay, decreasing or increasing, domain, range, concavity

IV: -1, M: 2, growth, decreasing, all real numbers, y<0, down
400

Find the mistake given the following information. 

y=1/4(3)x

initial value: 1/4

multiplier: 3

decay

increasing

domain: all real numbers

range: y>0

concavity: up

growth, not decay

400

What do each of the variables in the exponential growth or decay formula stand for? Be specific.

A: total amount

P: initial principal amount

r: interest rate (as a decimal)

t: amount of time

400

Name a solution of y=10(1/2)x

lots of options

400

When Sam was 12, his brother has half his age. Now that Sam is 26, how old is his brother?

20 

500

Given the points {(3,6),(2,12),(1,24),(0,48)}, write the exponential equation.

y=48(1/2)x

500

Chad won a bidding war over a signed football by Patrick Mahomes for $2,500. The value of the football increases by 30% every year. How much could she sell it for after 3 and a half years?

$6,262.41

500

Emmie bought a computer for $2,000. The value of the computer depreciates by 10% every month she has it. How much is the computer worth after a year?

$564.86

500

The population of Ozark is currently 22,000 people, Nixa's is 24,000. Ozark students want to become Nixa Eagles, so people are moving to Nixa from Ozark at a rate of 12% per year. How many people are in Nixa after 3 years?

about 33,718 people

500

Work with your group to

1) come up with a fake product (school appropriate)

2) create a 45 second pitch as to why I should buy your new product.

Points will be given if the entire group participates, creativity for the product, and if I actually end up wanting to purchase it.

You're seeing this because I found it worthy of the points.

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