Properties of Exponents
Exponential Functions
Graphing Exponential Functions
Simplify Radicals
Properties of Exponents
100
Simplify
c^18/c^6
What is
c^12
?
100
This letter in the formula represent the y-intercept (starting value)
a(b)^x
What is "a"
100
Sketch a graph of exponential growth. What is special about the multiplier when it’s growth?
What is 
100
Simplify square root of 144
12
100
Simplify y2 * y3
y5
200
Simplify (x2)5
What is x10
1
?
200
This is the formula for exponential functions.
What is
a(b)^x
?
200
The graph of an exponential function will always cross the x - axis. True or false, explain your answer.
What is false.
200
Simplify the square root of 12
2 square root of 3
200
Simplify x-3
1/x3
300
Simplify
-5x^-3
What is
-5/x^3
300
These ordered pairs represent an exponential function; (-1, .5),(0,3),(1,18),(2,108). True or false, explain your answer.
What is true there is a constant multiplier (6).
300
Graph
y = 2^x
300
Simplify the square root of 80
4 square root of 5
300
Simplify 2xy2 * 3x4
What is 6x5y2
400
Simplify
(-3us^8d^2)^4
What is
81u^4s^32d^8
400
This is the answer when f(x) = 10(5)^x is evaluated for f(3).
What is 1250?
400
Graph
y = 4(1/2)^x
400
Simplify the square root of 24x3
2x square root of 6x
400
Simplify 7g0h-5
What is 7/h5
500
Simplify
(20q^5p^-1)/(5q^3p^8)
What is
(4q^2)/p^9
500
The graph of an exponential function, V, passes through the points (0, 2) and (3, 128) as shown on the graph below. Write an equation for the function V(x).
What is
V(x) = 2(4)^x
500
Find the equation that models the following table.
What is
y = 3(2)^x
500
Simplify the square root of 253x7
What is 6x3 square root 7x
500
Simplify (2xy3)5
32x5y15