Solve the following quadratic equation:
x^2=100
x = 10 and x = -10
True or false: the following is a perfect square
(1/2x+4)^2
TRUE
Change the following to standard form
x(x+1)
x^2+x
True or false: This number is irrational
1/9
FALSE
Write the following in words
2x+5>10
Double of a number plus 5 is greater than 10
Solve the following quadratic equation:
x^2+19=55
x = 6 and x = -6
True or false: this is a perfect square
x^2-10x-25
FALSE
Change the following to vertex form:
x^2+6x=16
(x+3)^2=25
True or false: adding a rational with a rational is rational
TRUE
Evaluate the following when x=4:
(-3)^x
81
Solve the following equation:
p^2+16p+55=0
p = -11 and p = -5
Change the following to standard form:
(x-9)^2
x^2-18x+81
If you change a function to factored form, which of the following can you find? Select all that apply.

B, C and D
Provide an example of an irrational number times an irrational number equals an irrational number
Example:
sqrt5timessqrt7=sqrt35
Evaluate the following expression when z=11 and y=-2:
z+z+y^2
26
Solve the following equation:
2k^2+4k=96
k = 6 and k = -8
Solve the following equation:
(x-3)^2=1
x = 2 and x = 4
If you change a function to vertex form, how do you find the coordinates for the vertex?
x-coordinate: opposite of inside the parentheses
y-coordinate: outside the parentheses
Explain why the following number is irrational
sqrt7
Two reasons:
- the inside of the square root is NOT a perfect square
- if we assume it is rational, it does not work to write it as a fraction
What is the x-intercept?

(20,0)
Solve the following equation:
2p^2=10+8p
p = 5 and p = -1
Solve the following equation by completing the square
2x^2-24x=-40
x = 2 and x = 10
What is an equivalent form of this function that shows the zeros (intercepts) of the function?
-3x^2-21x-30
-3(x+5)(x-2)
Explain why the following sum is not rational
-5+sqrt6
If we say it IS rational, then we can add another rational number and it SHOULD BE RATIONAL. However, we add 5, and we get an IRRATIONAL answer.
Find the average rate of change between 2011 and 2014:

0.4