Multiplication and Division Properties of Exponents
Zero and Negative Exponents
Scientific notation
Exponential Growth Functions
Exponential Decay Functions
100
c•c•c (as a power)
What is c^3?
100
(-2)^0 (evaluate)
What is 1?
100
The formula for Scientific Notation.
What is c•10ⁿ?
100
y=c(1+r)^t
What is Exponential Growth Function?
100
y=C(1-r)^t
What is Exponential Decay Formula?
200
(2^4)^3 (As a power)
What is 2^7?
200
(1/3)^-1 (evaluate)
What is 3?
200
3.469•10^4 (in standard notation)
What is 34690?
200
You deposit 1400 dollars into an account that gives 6% interest compounded yearly. Find the balance after 8 years.
What is $2231.39?
200
You buy a used Truck, the value of the Truck depreciates at a rate of 15% per year. Find the value of the Truck after 8 years.
5450 Dollars.
300
2²•2³ (evaluate)
What is 32?
300
6^-1
What is 1/6?
300
1.78 (in Scientific Notation)
What is 1.78•10^0?
300
You deposit 1400 dollars into an account that gives 6% interest compounded yearly. Find the balance after 20 years.
What is 4489.99?
300
You buy a used Truck, the value of the Truck depreciates at a rate of 15% per year. Find the value of the Truck after 12 years.
2845 dollars.
400
8³/8^1 (as a power)
What is 8²?
400
0² (evaluate)
What is 0?
400
(4.0•10^-2)^3 (in Scientific Notation)
What is 4.0•10^1?
400
Find the balance after 5 years of an account that pays 4.8% interest compounded yearly given the following investment amount of 300 dollars.
What is $379.25?
400
Classify y=24(1.18)^t as Exponential Growth or Exponential Decay. Identify the Growth or Decay factor and the percent of increase or decrease per time period.
Exponential Growth; 1.18; 18%
500
5•5^4/5^8 (evaluate)
What is 1/125?
500
0^-3 (evaluate)
What is undefined?
500
(4•10^-2)•(3•10^6)
(Scientific Notation and Decimal form)
What is 1.2•10^5; 120,000?
500
Find the balance after 5 years of an account that pays 4.8% interest compounded yearly given the following investment amount of 400 dollars.
What is $325.40?
500
Classify y=35(5/4)^t as Exponential Growth or Exponential Decay. Identify the Growth or Decay factor and the percent of increase or decrease per time period.