February Holidays
Growth or Decay
Functions
Percent Rate
Word Problems
100

This holiday commemorates a 3rd-century Roman priest who secretly married couples to prevent husbands from going to war

What is Valentine's Day?

100

How do I know if the exponential relationship below is growth or decay?

 y = 3(0.56)x

Decay has a b value or decay factor less than 1.

100

f(x)=3^x

What is f(4) ?

F(4) = 81

100

Is this exponential growth or decay?

What is the percent growth/decay rate?

y=5(0.5)^x

Exponential Decay

50%

100


2243

200

FDR, JFK

What is president's Day?

200

Do the following equations represent exponential growth, decay, or neither?

y=5x+6

Neither (It's linear! y=mx+b)

200

f(x)=(2/3)^x

f(3) = ?

8/27

200

Is this exponential growth or decay?

What is the percent growth/decay rate?

y=5(1.3)^x

Exponential Growth

30%

200

What will be the cost in 17 years?

$32,313.27

300

Happens only every 4 years, including this year.

What is Leap Year?

300

y=2(1.13)x

Does this function represent exponential growth or decay? What is the growth/decay RATE?

Exponential Growth

Rate: 0.13 or 13%

300

Does the graph represent exponential growth or decay?

What is Growth?

300

Is this exponential growth or decay?

What is the percent growth/decay rate?

y=1(0.01)^x

Exponential Decay

99%

300


16,941 people

400

6 more weeks of Winter?

What is Groundhog's Day?

400

y=5(0.97)x

Does this function represent exponential growth or decay? What is the growth/decay RATE?

Exponential Decay

Rate: 0.03 or 3%

400

function f(x) = 5^x

What coordinate point represents f(2)?

What is (2,25)

400

Is this exponential growth or decay?

What is the percent growth/decay rate?

y=1/2(0.7)^x

Exponential Decay

30%

400

Is the function exponential growth or decay?

Write the equation to represent the graph. 

Decay

y = 2400 (0.5x)

500

This celebration was launched by historian Carter G. Woodson in 1926 to coincide with the birthdays of Abraham Lincoln and Frederick Douglass.

What is Black History Month?

500

Ms. Wiggins purchased a car for 26,400 and every year it decays by 12%. What can she expect the value of her car to be after 3.5 years?  


y=26400(.88)3.5=$16,876.92

500

Annual sales of a fast food restaurant are $530,000 and increasing at a rate of 5% per year. What will the annual sales be in 6 years?  (show the equation and answer)

530,000(1.05)=$710,250.69

500

Is this exponential growth or decay?

What is the percent growth/decay rate?

y=1/2(1.07)^x

Exponential GROWTH

7%

500

If you put $500.00 into an account and the account earns a 3% yearly interest rate. How much will be in the account after 5 years?

Round the nearest cent!

$579.64