Geometry
Solving Equations
Word Problems
Miscellaneous 1
Miscellaneous 2
100
What is the surface area of a cube whose volume is 512 m3?
384 m2
100
Solve:
(2/3)/(4x) = 5/(3/11)
1/110
100
The ratio of adults to children at an event was 3 to 8. There were 132 people total. How many were children?
96 children
100
Vertex = __ Axis of Symmetry = ___
y = -abs(x+2)-5
V = (-2, -5)
AOS: x = -2
100
Find the value of x: 
28
200
Find the surface area (in square feet) of a cone whose slant height is 20 ft and radius is 2 yards.
156pi "ft"^2
200
Find 5x - 3 if 6(x - 4) = 2x + 4
32
200
Darnell bought a calculator that originally cost $23.00. The calculator was on sale for 30% off, and then Darnell used a coupon for $3 off. How much did he pay for the calculator?
$13.10
200
What values of c would lead to no solutions?
5x^2 +4x + c = 0
c > 4/5
200
Sketch and describe end behavior of:
y=root(3)(x)
"As " x-> infty, y-> infty 
"As " x-> -infty, y-> -infty
300
The slant height of a cone is 13 inches, and the base diameter is 10 inches. Find the volume.
100pi "in"^3
300
Solve:
2x - 6 + 8x = -11(x + 1) - 12x - 11
-16/33
300
Write a formula that would predict a population of a pod of 500 whales that grows by 2% each year for 30 years.
500(1.02)^30
300
Solve:
3x^2-5x=3
x=(5+-sqrt(61))/6
300
Find the MAD for: 3, 5, 7, 13
3
400
9
400
Solve:
8^(3x)=0.5
-1/9
400
The lateral area of a cone is made from a 270 degree sector with radius 12 meters. What is the cone's exact height?
3sqrt7 " meters"
400
State the domain and range of:
y=-2(0.9)^x
Domain: All Real Numbers
Range: y < 0
400
If (-2, 3) is rotated 90 degrees clockwise, then reflected over y = -1, then translated one unit left and down 4, and finally dilated toward the origin by a factor of 0.5, what is the final location?
(1, -4)