GEOMETRY
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MISCELLANEOUS
100
What is the perimeter of a square that has an area of 25?
20
100

Solve for v:

26=8+v

18

100

Which of the following fractions is equal to .06?

a. 1/6 b. 1/60 c. 6/10 d. 6/100

d. 6/100

100

Convert 68% into a decimal and a fraction in its simplest form. 

.68 & 17/25

100

What is the order of operations?

Parenthesis, Exponents, Multiplication, Division, Addition, Subtraction. 

200
What is the circumference of a circle in which a 5 by 12 rectangle is inscribed?
13pi. The length of a diagonal of a 5 by 12 rectangle is 13 (pythagorean theorem). The diagonal of the rectangle is the diameter of the circle inscribed, and C = 2(pi)r.
200

16=k/11

176

200

In the number 124.082, what is the decimal place value of the 8?

8 hundredths

200

Sarah is 12 years old. George is g years old. Sarah is 3 times as old as George. How old is George?

4 years old. 

200

a2+b2=c2

The pythagorean theorem.

300
The height h of a cylinder equals the circumference of the cylinder. In terms of h, what is the volume of the cylinder?
(h^3)/4pi. h=2(pi)r, so r=h/2pi. Volume of cylinder = pi(r^2)h = pi[(h/2pi)^2]h = (h^3)/4pi.
300

21=-7n

-3

300
You have a pizza that you need to share with four of your friends. You cut the pizza evenly. You and two of your friends eat their share but two of your friends are allergic to pizza so they don't eat. As a fraction, how much of the pizza has been eaten?

3/5

300

Simplify (4a+a-3)(4b-2b-b)

5ab-3b

300

How many different types of triangles are there? 

*Bonus what are they called ($100 each)

Six: isosceles, equilateral, scalene, obtuse, acute, right.

400
If the integer lengths of the three sides of a triangle are 4, x, and 9, what is the least possible perimeter of the triangle?
19. In the given triangle, 9-4
400

Solve for a:

a+11=20

9

400

What is .452 as a percentage?

a. 4.52% b. 45.2% c. 0.452%

b. 45.2%

400

Solve (30-3)/3

9

400

If you invest $1 into a company and your money doubles every month, is the growth of your money linear or exponential?

Exponential.
500
What is the number of sides of a polygon in which the sum of the degree measures of the interior angles is 4 times the sum of the degree measures of the exterior angles?
10. Sum of the degree measures of exterior angles is 360. S = (n-2)180 = 4 x 360, where n=number of sides. Solving for (n-2) = 8 or n=10.
500

Solve for x

-143=-11x

176

500

Given the following data set, what is the average?

2,5,4,10,1,2,7,8,1,8

4.8

500

Solve for x. 

x/8=2

x=16

500

What does SOH CAH TOA represent?

Sine - Opposite over hypotenuse

Cosine - Adjacent over hypotenuse

Tangent - Opposite over hypotenuse

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