Acronym for Order of Operations
PEMDAS - Please Excuse My Dear Aunt Sally
How many tiles would Figure 4 have?
17
x0 = ?
1
Solve the equation.
2x-3=-9
x=-3
Is this a function? Why or why not?

Yes. For every input there is only one output.
5+3*6-2
21
How many tiles would Figure 0 have?
1
Rewrite as simple as possible without zero or negative exponents.
n^5/n^9
1/n^4
Solve the equation.
-x-3=2x-6
x=1
Is this a function? Why or why not?
No. For input 7 there are two different outputs.
(4*6/3)-2^3
0
What is the rate of change (how is it changing)? In other words, what is the slope?
Adding 4 each time (adding 1 to each leg) = +4
Rewrite as simple as possible without zero or negative exponents.
(8x^5y^2)/(4xy^3)
(2x^4)/y
3y+7-y=5+2y+2
Infinitely many solutions (all real numbers)
What is the domain and range of the graph?

Domain (inputs/x values/independent variable): All real numbers from 2 to 4
2<=x<=4
Range (outputs/y values/dependent variable): All real numbers from -3 to 2
-3<=y<=2
(5^2-4)/(1+2)+16/2*7
63
How many tiles would Figure 13 have?
53
Rewrite as simple as possible without zero or negative exponents.
(24x^4y^2)/(36x^5y^2)
2/(3x)
5x-3+2x=x+7+6x
no solutions
What's the corresponding output?
f(x)=2
39
What would the equation look like?
y=4x+1
where y represents number of tiles and x represents figure number
((2p^6q^4)^3)/(2p^7q^2r^-1
4p^11q^10r
-4+3x-1=2x+1+2x
x=-6
What's the corresponding input?
x=10 and x=-10