Word Problems 1
Word Problems 2
Growth Factors/Rates
Decay Factors/Rates
Scientific Notation
100

Your new computer cost $1500 but it depreciates in value by about 18% each year. How much will it be worth in 6 years?

$456.01

100

A population of 800 beetles is growing each month at a rate of 5%. How many beetles will there be in 1 year?

1,436

100

What is the correct growth factor?

3.5%

1.035

100

What is the corresponding decay rate?

0.04

96%

100

How do you write the following number in scientific/standard notation?

0.00000746

7.46 x 10-6

200

A total of 50,000 contestants participate in an internet on-line survivor game. The game randomly eliminates 7.5% of the contestants each day. How many contestants will be left after one week?

28,970 or 28,971

200

A flu outbreak hits your school on Monday, with an initial number of 20 sick students coming to school. The number of sick students increases by 25% per hour. How many sick students will there be in 4 hours?

48-49

200

What is the correct growth rate?

2.11

111%

200

What is the corresponding decay factor?

49%

0.51

200

How do you write the following number in scientific/standard notation?

71,238.54

7.123854 x 104

300

A new hockey franchise was valued at $200,000,000 in its first year. In its 2nd year it was valued at $210,000,000 dollars and in its 3rd year it was valued at $2,205,000. What is the growth rate?

5%

300

At the end of last year, the population of Jason’s hometown was approximately 75,000 people. The population is growing at the rate of 2.4% each year. What will the population be in 6 years?

86,469

300

What is the correct growth factor?

82.3%

1.823

300

What is the corresponding decay factor?

15%

0.85

300

How do you write the following number in scientific/standard notation?

88,000,000,000,000

8.8 x 1013

400

In 2008 the stock market crashed. The value of Nike started at 18 billion dollars but dropped by 6.2% each month that year. Write an equation that models the value of Nike after any month in 2008.

y = 18b (0.938) 

400

The population of an endangered bird is decreasing at a rate of 0.6% per year. There are currently about 3,000 of these birds. Write an equation that models the bird population AND find the population after 9 years.

y = 3,000(0.994)x 

Population = 2,841 or 2,842

400

What is the correct growth rate?

1.709

70.9%

400

What is the corresponding decay rate?

0.809

19.1%

400

How do you write the following number in scientific/standard notation?

0.0000406

4.06 x 10-5

500

Sammy was 9 years old when he inherited a rare watch from his grandfather that was valued at $125,000 and increases in value by 8.5% each year. How old will Sammy be when the watch passes $1,000,000 in value?

35 years old

500

Long Lake in Park Rapids had an invasive plant species. In 2005 the plant covered 800 square feet of the lake and after 3 years it covered 6,400 square feet. What is the growth factor AND growth rate?

Growth Factor: 2


Growth Rate: 100%

500

What is the correct growth rate?

2.09

109%

500

What is the corresponding decay rate?

0.076

92.4%

500

How do you write the following number in scientific/standard notation?

67,302,000

6.7302 x 107

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