A sphere has a radius of 4cm. Find the Surface Area and Volume.
What is Surface Area = 64π cm^2 and Volume: 85.33π cm^3
100
Find the distance between: (-6, 3) and (4, -2)
What is 5√5
100
Solve the inequality: 5x + 7 < 3x – 9
What is x < –8
100
Create a Box and Whisker Plot for the following information.
Find the Interquartile Ranges.
63, 67, 68, 72, 72, 76, 79, 84, 86, 88, 88, 91, 93, 96, 96
What is Q1= 72, Q2(median) = 84, Q3 = 91; IQR = 19
200
Find the Greatest Common Factor and Least Common Multiple of 30 and 24.
What is GCF = 6 and LCM = 120
200
The volume of a cylinder is 177π in^3. The radius is 3in. Find the height of the cylinder. Use the height to find the Surface Area.
What is Height = 13in and Surface Area = 78π in^2
200
ΔABC is congruent to ΔXYZ. The measure of angel A is 80°. The measure of angle B is 40°. Find the measures of angles X, Y, and Z.
What is Angle X = 80°; Angle Y = 40°; Angle Z = 60°
200
Find the equation of a line through the points (-4, 3) and (-3, -4).
What is y = -7x – 25
200
Using a standard 52 deck of cards, on your first turn you draw the Ace of ♥s.
What is the probability of drawing a ♥ on your second turn if you do not replace the Ace?
What is the probability of drawing a ♥ on your second turn if you do replace the Ace?
What is Do not replace: 12 / 51 or .235 ; Do replace: 13 / 52 or .25
300
Jamie lives 2 blocks north and 3 blocks west from school. Kris lives 4 blocks south and 1 block east from school. How far do Jamie and Kris live from each other?
What is 4√5 blocks
300
Find the Area and Perimeter of the square whose side is 8in.
What is Area = 64in^2 and Perimeter = 32in
300
Use the Pythagorean Theorem to solve for x when a = 4, b = x + 2, and c = 5x.
What is x = 1
300
Simplify: [(3x^2y)(-2xy)z^(-3)] / [12x^5yz^3]
What is [–y] / [2x^2z^6]
300
How many different ways can 10 students stand in a line of 8 if order matters?
How many different ways can 10 students stand in a line of 8 if order doesn't matter?
What is Order matters: 1814400 (10 nPr 8) ; Order doesn’t matter: 45 (10 nCr 8)
The perimeter of a rectangle with a 5cm base is 16cm. If the height of the rectangle is doubled, what is the perimeter of the new rectangle?
What is Perimeter = 22cm
400
The side of an equilateral triangle is 8cm. Find its Area and Perimeter.
What is Area = 16√3cm^2 and Perimeter = 24cm
400
Factor: 3x^3 + 3x^2 + 6x = 0
What is x = 0, (-1 ± i√7) / 2
400
At Ukanduit University, tuition costs $32,000 a year. 40% is for housing, 30% is for food, 25% is for activities, 5% is for labs and internet. How much money goes to each?
What is Housing: $12800 ; Food: $9600 ; Activities: $8000 ; Labs/Internet: $1600
500
Solve: (2^3 – 3)^2 + 4(5 + 6 ÷ 2) – √4(5 * 3 + 6)
What is 15
500
The area of a circle is 81π cm^2. Find the Circumference.
What is Circumference = 18π cm
500
Find the equation of a line that is perpendicular to y = (¾)x + 7 and goes through the point (3, 5.25).
Find the equation of a line that is parallel to y = (¾)x + 7 and goes through the point (3, 5.25).
What is Perpendicular: y = (–4/3)x + 9.25 and Parallel: y = (¾)x + 3
500
Solve the system of equations using any method:
y = 0.8x + 7.2 ; 10x + 16y = 24
What is (–4, 4)
500
The class is doing a fundraiser. On the first day, $10 is raised. By the end of the first week, $70 is raised. If this rate continues, how much money will the fundraiser have made after four weeks?