Exponential Functions
All things compounding
Graphing
Random
100

Write and solve an equation to determine the balance after 25 years in an account that had an initial investment of $18,000 at 3% interest, compounded annually.

18,000(1.03)25 = $37,688.00

100

Seeing depreciation in my word problem tells me to do what with my exponent?

Make it negative

100

What is the y-intercept on my graph?

Initial investment

100

What college is Mrs. Nelson an alumni of?

Texas Tech University

200

What will a $150,000 house be worth in 10 years if the inflation rate remains constant at 3%?

$201,587

200

If I am compounding my investment daily, what is my 'n' in my function?

365

200

After I have graphed my two functions in my calculator, what is my next step to be able to view my functions?

Menu - Window - Zoom Fit

200

What state is Stanford in?

California

300

What does Principal stand for in my function A(t)=P(1+r/n)tn

Initial investment

300

Determine the balance after 10 years in an account that had an initial investment of $25,000 at 3.5% interest, compounded quarterly.

$35,422.72

300

Label the x and y axis when you graph A(t) = P(1+r/n)tn

x-axis = time

y-axis = money

300

I'm tall when I'm young and I'm short when I'm old. What am I?

A candle

400

What is y=bx in log form?  

x=logby

400

Determine the amount of money that needs to be invested at 6% compounded monthly, to have $20,000 in 15 years.

$8149.65

400

If I don't want to use my graph to find the amount of years for my money to double, what other method could I use to solve?

Logarithms

400

How many sides are in a heptagon?

7

500

Katie has $15,000 to invest in an account earning 4.75% interest, compounded monthly. How much interest has Katie earned after 5 years?

$4012.21

500

A new car was purchased in 2005 for $20,000. It depreciates at a rate of 9%. When will the car have a value of $10,000?

7.702 years

500

What button do I press once on the graphing screen to enter in my functions?

Tab

500

If I was given a choice to compound my money annually or weekly, which would I choose to grow my money the quickest?

Weekly