SIMPLIFY IT
SCIENTIFIC NOTATION AND EXPONENT RULES
ROTATION, TRANSLATION, REFLECTION
AREA AND PERIMETER
AREA MODELS
FIND THE EQUATION
100
12-:4*3
9
100
What number does this represent?
4.95xx10^3
4,950
100
Translation down 3 units and to the right 2 units.
100
What is the perimeter of the following shape?
38tt"cm"^2
100
Find the area of the rectangle as a sum in simplest form.
6x^2-7x-5
100
Based on the following table, how many tiles will 20th figure contain? 
85 tiles
200
If
f(x)=-3x+2
, find f(5).
f(5)=-13
200
3 xx 2/(3*x^-2)
2X2
200
Name the transformation
Reflection (across the y-axis)
200
If the perimeter is 34cm, find x.
x=9
200
Find the area of the rectangle as a product. 
(x+2)(x+3)
200
How many tiles will be in the 58th figure? 
120 tiles
300
12-2*4^2
-20
300
((4x^3 y^5)/x^-4)^0
1
300
Name the transformation.
Clockwise rotation about the origin.
300
If the perimeter is 58 inches, find b.
b=2
300
Find the area of the rectangle as a sum. 
2x^2+7x+3
300
Find the equation that represents the tile pattern.
y=2x+3
400
(17-6-:2)+4xx3
26
400
What is 7,305,000 in scientific notation?
7.305xx10^6
400
tt"Given" /_\ ABC tt" with A"(2,3)tt","
tt"B"(5,6) tt" and C"(4,1)tt","
tt"find the coordinates of A' if" /_\ ABC
tt" is reflected across the y-axis."
(-2,3)
400
Find the area of the triangle.
54u^2
400
Multiply the following.
(2x+5)(x-3)
2x^2-x-15
400
Find the equation of the line that contains the point (2, 6) and has a slope of 4.
y=4x-2
500
If f(x) = 14, find x.
f(x)=x^2 -2
x=+-4
500
(8a^10 b)/(16a^7 b^3)
(a^3)/(2 b^2)
500
tt"Given" /_\ ABC tt" with A"(-3,2)tt","
tt"B"(0,4) tt" and C"(1,1)tt","
tt"find the coordinates of A' if" /_\ ABC
tt" is translated down 4 units and to the right 3 units"
(-2,0)
500
Find the area of the triangle with the vertices A (2,5), B (2,-3) and C (-3,4).
20u^2
500
Multiply the following.
(2x+y)(3x+2y)
6x^2+7xy+2y^2
500
A room is 52 degrees before the heater is switched on. The heater increases the temperature in the room by 0.4 degrees per minute. What is the equation that represents the situation?
How long will it take to reach 68 degrees?
y=0.4x+52; 40 minutes
x=time in minutes
y=temperature