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What is the equation for an amount (future value) of an investment that earns simple interest? What is the equation for an amount (future value) of an investment that earns compound interest? Label each variable using arrows.
A town has a population of 20000 and grows at 4% every year. What will be the population after 6 years, to the nearest whole number?
CREATE a real-life exponential growth OR exponential decay word problem using real numbers and formulas Also, conduct some research using the Internet to determine where we see exponential growth and exponential decay in real life. For example, an exponential growth function can model the number of COVID-19 cases with respect to time. Reminder: DO NOT solve your problem. You simply need to create the
compare and contrast quadratic and exponential function (using visuals/diagrams) . In your discussion, consider using the following talking points: first differences, quadratic, exponential, equation, graph, f(x)=x^2, f(x)=2^x.
To play at bingo night, there is a $10
cover charge plus $2 per bingo card.
Write an equation for the cost (y) based
on the number of bingo cards (x).
Kay started a computer club, and for a while she was the only member. She planned to have each member find two new members each month. By the end of the first month she had found two new members. If her plan is carried out, how many members will the club have at the end of 10 months
f is a linear function, f (x) = mx + c. a. Find f (x) if it is equal to its inverse: f ‐ ¹ (x) = f (x). b. Find f (x), if f (f (x)) = f (x)
The rabbit population in a Victorian town was estimated to be 320,000 at the start of 2012. Scientists believe that this will increase by two percent each year. What will the rabbit population be at the end of 2015?
The fifth term in an arithmetic sequence is 110 and the seventeenth term is 74. Find the tenth term in the sequence.
Given {2.4, 3.9, 5.4, 6.9, 8.4, ...}
(a) Find the 111th term.
(b) Find the sum of the first 111 terms of the sequence.
