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Do Now If you did not finish it yesterday, put your worksheet into the basket In the standard form y = a•bx, what does each variable represent? If Ms.

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Presentation on theme: "Do Now If you did not finish it yesterday, put your worksheet into the basket In the standard form y = a•bx, what does each variable represent? If Ms."— Presentation transcript:

1 Do Now If you did not finish it yesterday, put your worksheet into the basket In the standard form y = a•bx, what does each variable represent? If Ms. Taylor bought a textbook for her college class for $1500 and it loses value by 50% each year, when will her textbook be less than $500? When will her textbook be less than $25?

2 Compound Interest MONEY!!

3 Think about this: East Mecklenburg invested $8000 into the bank. Earning 5% compounded quarterly, how much money will East Mecklenburg have in the bank in 5 years? What do we need to know in order to answer this question?

4 The phrase compounded quarterly should have set off an alarm.
We cannot simply use the standard form of an exponential function to solve this type of problem. We need a new formula…

5 Compound Interest: A = the balance($$)
P = Principle (initial/starting amount) r = the annual interest rate (decimal) t = time in years n = the number of times interest is compounded per year

6 Compound Interest: n = the number of times interest is compounded per year Annual: n = 1 Semiannual: n = 2 Quarterly: n = 4 Monthly: n = 12 Daily: n = 365

7 So now that we know the formula…
East Mecklenburg invested $8000 into the bank. Earning 5% compounded quarterly, how much money will East Mecklenburg have in the bank in 5 years?

8 Suppose that when your friend was born, your friend’s parents deposited $2000 in an account paying 4.5% interest compounding semiannually. What will the balance be after 18 years when they go to college?

9 You go to a bank with an investment of $5000
You go to a bank with an investment of $5000. The bank gives you a choice of an interest rate 5% compounding monthly or an interest rate of 7% compounding quarterly. In ten years which choice would earn you more money?

10 $4000 principle earning 6% compounding annually after 5 years?
$500 principle earning 4% compounding quarterly after 10 years?

11 $2000 principle earning 5.4% compounding semiannually after 4 years
$6500 principle earning 2.8% compounding monthly after 2 years

12 Worksheet


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