Algebra
Geometry
Probability
Calculus
Random
100

If 7x+9=58 what is x?

7

100

A 3-4-5 right triangle has angles that measure what, what, and what (to the nearest whole degree)?

37, 53, 90

100

A basket has blue, red, and green balls (meaning at least two of each color) in it. Other than color, the balls are identical. If the probability of selecting a green ball at random is half the probability of selecting a blue ball, which is half the probability of selecting a red ball, what is the probability that you select three balls with replacement, and they are both green?

1/343

100

What is d/dx(e^x)?

e^x

100

Name the third digit of Napier's constant.

1

200

x^2 + 16 = 25


What is sum of possible real values of x?

0
200

What is the ratio of the area of a square to the area of a circle circumscribed outside the square?

2:pi

200

You arrange your History, Math, English, and Science books in a stack, one on top of the other. What is the probability that The Math and English are not adjacent?

1/4

200

What is the integral of (e^(3x)) with respect to x?

[(e^x)/3] +c

200

What is the fraction most often used to represent pi?

22/7

300

x^10 = 1

How many non-real solutions are there of x?

8

300

If a cyclic quadrilateral ABCD has angle A measuring 50 degrees, what is the measure of angle C?

130 degrees

300

Your sandwich can contain up to 2 servings of beef, up to 3 servings of pork, or up to 4 servings of chicken. You can also have up to 5 servings of Swiss, up to 6 servings of cheddar, or up to 7 servings of provolone. Let's say you order your sandwich at random. What is the probability that it contains at least 5 servings of food?

Who knows this is too complicated

300

Does the harmonic series diverge?

Yes

300

Each face of a dodecahedron is what polygon?

pentagon

400

The process of reducing the augmented matrix of a systems of equations into reduced row echelon form to solve the system is know as [what] elimination?

Gauss-Jordon

400

To the nearest whole number, what is the area of a hexagon of side length 5?

65

400

If a 30-60-90 triangle is inscribed in a circle, what is the probability that a point randomly selected from within the circle is also within the triangle?

(rad3)/(2*pi)

400

f(n) is a function such that there is a 50% chance that f(n) yields 1 and a 50% chance that f(n) yields -1 for any input n. What is the probability that the summation (n=0 to infinity) of the fraction [f(n) / n] converges?

1

400

What is the smallest perfect number?

6

500

What are the last 2 digits of 7^355?

43

500

How many rectangles (including squares) can be formed using the tiles of a chessboard? 

1296

500

What is the probability that you select an Ace or a King in a standard deck of pincochle cards?

1/3

500

xy' -2y= x2

Solve the differential equation for y

y = 0.25x2

500

The Feynman point refers the a sequence of [how many] nines in a row in the digits of pi?

6

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