Geometry
Solving Equations
Properties/Formulas
Miscellaneous
Word Problems
100

In which quadrant/axis is (-7, 9)?

Quadrant 2

100

Solve: 

3x + 2 = -19

x = -7

100

Which property is exemplified by:  6x + 0 = 6x

Identity Property

100

Find the LCM of 48 and 33.

528

100

Five more than the product of a number and negative six is -37.  What is the number?

7
200

A sphere has a radius of 5 m.  What is its surface area?

100pi " m"^2

200

Solve:  

(2/3)/(4x) = 5/(3/11) 

1/110

200

Which property guarantees that multiplication and addition can be done in any order?

Commutative Property

200

Give the prime factorization of 4200

2^3*3*5^2*7

200

The ratio of adults to children at an event was 3 to 8.  There were 132 people total.  How many were children?

96 children

300

What is the surface area of a cube whose volume is 512 m3?

384 m2

300
Find 5x - 3 if 6(x - 4) = 2x + 4

32

300

Which property is exemplified by:   

4/3 * 3/4 = 1

Inverse Property

300

Write in scientific notation:   450,000,000,000

4.5 x 1011

300

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

400

Find the surface area (in square feet) of a cone whose slant height is 20 ft and radius is 2 yards.    

156pi   "m"^2

400

Solve: 

2x - 6 + 8x = -11(x + 1) - 12x - 11

-16/33

400

Use the distributive property to simplify:  

3x(4x + 5y - 2) + 6x

12x2 + 15xy

400

Convert 350 mL to cubic miles.  Simplify units but not the numerical portion of your answer. 

350/((2.54)^3*(12)^3*(5280)^3)" miles"^3

400

Find 3x - 4 if the mean of x, x + 3, x + 7, and x + 10 is 20.  

41

500

The slant height of a cone is 13 inches, and the base diameter is 10 inches.  Find the volume.  


400pi   "in"^3

500

Solve:

3 1/3 + 3 1/4x = 1 1/2

1 14/39 or 53/39

500

What is the formula for the volume of a sphere?


Vsphere =4/3pi*r^3

500

Simplify:

root(3)(343/64)

7/4

500

The first period class with 40 students averaged 75% on their test.  Then the second period class with 20 students averaged 90% on the same test.  Find the overall average.  

80%

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