Categories
Actor
Book
Career / job
Cartoon / Manga
Celebrities
Children / kids
EQ tests
Fan
Fan fiction
Fun
Game
Health
IQ tests
Knowledge
Language
Movie
Music
Personality
Play games
Purity tests
Relationship / Love
Sport
Think / Memory
TV Show
YouTube
Only for Men
Only for Women
User quizzes
New tests
Create
Develop a quiz
My tests
Write fanfiction
AllTheTests.com
-»
Knowledge and trivia tests
-»
Mathematics quizzes
Are You A Math Whiz?
10 Questions - Developed by:
Aiden
- Developed on:
2013-10-15
- 1.981 taken
Find out how well you do in mathematics. Favorably for age 18 and above.
1
If ( X + Y )( X - Y) = K, where K is a positive whole number, which one of these statements is TRUE?
X < Y.
Y is always positive.
X is always positive.
None of these statements is true.
X > Y.
2
Suppose there is a circle inside a square and there is a smaller square inside the circle. What is the maximum ratio of (area of smaller square: area of bigger square)?
0.5
Pi/4
2/pi
0.25
1/sqrt(2)
3
If {a + b + c = 1}, {b + c + d = 1}, {c + d + a = 1} and {d + a + b = 1}, with none of {a, b, c, d} being equal, what is the value of
{a + b + c + d}?
1
It cannot be determined.
3/4
2
4/3
4
Suppose Jerry wants to create a password for his computer account. If the password must be 5 characters (3 numbers and 2 alphabets) in any order, any number cannot be repeated, any number must not be zero, and the alphabet can be in either upper or lower case, how many combinations of passwords can Jerry create?
9 x 8 x 7 x 52 x 52 x 20
9 x 8 x 7 x 52 x 52 x 10
10 x 9 x 8 x 26 x 26 x 10
10 x 9 x 8 x 26 x 26 x 20
9 x 9 x 9 x 52 x 52 x 20
5
What geometry is enclosed by graphs {y = 2x}, {y = -2x}, {y = 2x + log pi}, {y = -2x + log pi}?
Trapezoid
Rectangle
Rhombus
Square
Kite
6
What is the sum of all internal angles of convex octagon (in degrees)?
900
1260
720
1080
1440
7
What is the first derivative of {2y ln(sin(2y))}?
Ln(sin(2y)) + 4y tan(2y)
2 ln(sin(2y)) + 4y cot(2y)
2 ln(sin(2y)) + 2y tan(2y)
2 ln(sin(2y)) + 2y cot(2y)
Ln(sin(2y)) + 2y cot(2y)
8
Suppose Ben has a pool of balls containing 5 green balls and 4 yellow balls. Ben takes one ball at random, and takes the second one and then the third one, also at random. By assuming that he never returns any ball to the pool after taking, what is the probability that the color of the first-second-third ball is NOT alternating?
31/36
5/36
13/18
5/18
13/36
9
A right triangle has x, (2x-1), and (2x+1) as the sides. Calculate the perimeter of a rectangle which has 3x and (4x-3) as the sides.
134
106
92
120
148
10
When is 2^a is greater than a^2?
When a > 4 or a < 2.
When a > 4.
None of these statements is correct.
All the time.
Only if a is not equal to either 2 or 4.
Comments
page 0 of 0
Click here to add a comment
Your Name:
Please leave empty:
Please leave empty:
Please leave empty:
Message:
There are currently
0
comments to display.
<
>

0comments to display.