Module 7 - Exponentials

Match the following formulas with the scenarios that would use them to find the answer:

• Jim invested $400 in an account giving 7.1% interest, compounded quarterly

• The population in Syracuse, NY grows 4% each year.

• State the transformations and graph the function

• The value of a car depreciates 18% each year

• Karen deposited $700 in an account that earns 2.3% interest, compounded continuously

Jared invested $800 in an account that earns 4.2% interest compounded monthly. How much money will he have in 5 years? Round your answer to the nearest cent.

Just type the number in as your answer, no $.

Mathematical Equivalence

ON

John also invested $800 in an account that earns 4.2% interest compounded continuously. How much money will he have in 5 years? Round your answer to the nearest cent.

Just type the number in as your answer, no $.

Mathematical Equivalence

ON

The value of a Honda Civic decreases by 27% each year. The initial cost of the car is $28000. Write a function rule for the situation.

use the ^ key for an exponent. Example: x² is x^2

Do not type any spaces

(a)  

• The horizontal asymptote is x=-9

• The graph is shifted 7 units left

• The graph is shifted 9 units down

Mathematical Equivalence

ON

Eva bought a Chanel Purse for $3500. The value of the purse increases 5% each year. How much will the purse be worth in 8 years?

Round your answer to the nearest cent.

Mathematical Equivalence

ON

What equations could be used for the function g(x)?

Equation 1 (whole number base): ​ (a)  

Equation 2 (not a whole number base): ​ (b)  

• 2
• -6
• 7
• stretched
• left
• 6
• compress
• right
• -7
• 4

• y = 7
• x=7
• 7