How many prime numbers under 50 are divisible by a Fibonacci number (besides 1)?
4 (2,3,5,13)
What is the ratio between the area and circumference of a circle in terms of r?
2:r
What is the measure of spread that tells how far the typical value is from the mean?
Standard Deviation
3.75
Which of these numbers is the largest?
249, 335, 428, 521, 914?
428
How many zeros are at the end of 100! ?
24
How many more edges does a square have than vertices?
4
If three tests have been graded and the average is 80%, and the fourth test has a score of 95%, what is the new average of all four tests?
83.75%
What is the value independent of x in the expansion (2x + 3/x2)6?
2160
Is the magnitude of the vector (-1, i) or (1, 0) greater in the real and imaginary plane?
(-1, i)
What is the smallest integer x where x%7 = 3 and x%9 = 5?
59
This is the name for a three-dimensional shape with a circular base and a single vertex.
Cone
In the set of integers defined by 2n+1 where n is an integer between 0 and 9, what is the average of the terms?
100
What is the sum of the squares of the roots of the equation 2x2 + 5x + 1 = 0?
21/4
Why is everyone scared of 7?
Because 7 8 9.
A shop assistant is taking peaches from a box that can hold up to 500 peaches. If the peaches are taken from the box 2,3,4,5 or 6 at a time, one peach is always left over. If the peaches are removed 7 at a time, there are none left. How many peaches are in the box?
A triangle is inscribed in a circle such that one leg is the diameter of the circle. What is the length of the largest angle in this triangle?
90
What is the limit of 1/(2^x)*sin(x)+1 as x approaches -infinity?
DNE
For how many positive values of n is n! not divisible by 2005?
400
What is the natural number k such that (3k)! ends with exactly 20 zeros?
68
The name for the circle that passes through all vertices of a polygon.
Circumcircle
In a normal distribution, approximately this percentage of data falls within two standard deviations of the mean.
95%
if p = log base 2 of 3 and q = log base 3 of 5, then in terms of p and q, log base 6 of 5 =
What is 457 (base 8) - 1B4 (base 12) in hexidecimal?
17