| | Answer | |
|---|
| 2010 + 2009 = | |
| 2009 × 11 = | |
| 9002 - 2010 = | |
| 2010 ÷ 25 = | |
| 3/5 ÷ 8/15 = | |
| 4 × (2+2/3) = | |
| 16 % = | |
| 3 + (4 × 5 - 6) ÷ 7 = | |
| 3/8 = | |
| *** 2009 + 2010 + 2910 = | |
| 12^2 = | |
| 12^3 = | |
| 24 is what % of 60? | |
| 32 × 23 = | |
| 1 + 3 + 5 + … + 23 = | |
| Which is larger, 11/13 or 13/16 ? | |
| 2010 ÷ 9 has a remainder of | |
| MCDLXIV = | |
| 1/4 ton is equivalent to | |
| *** 235 × 146 = | |
| .323232… = | |
| Which of the following is both a happy and a perfect number: 7, 28, or 42? | |
| 30603 ÷ 101 = | |
| How many positive integral divisors does 64 have? | |
| If f(x) = x^2 - 10x + 25 then f(37) is | |
| If 4x + 3 = 2 then 2x - 2 = | |
| 86 base ten is equivalent to | |
| | | Answer | |
|---|
| The sum of the roots of 2x^2 + 3x = 5 is | |
| The area of a square is 12+1/4 square inches. The perimeter of this square is | |
| *** √(488) × 221 = | |
| (15 + 16 × 17) ÷ 7 has a remainder of | |
| The multiplicative inverse of -1.25 is | |
| |-1 -1| + |-2 + 3| - |5 - 8| = | |
| 4 × 4! - 12 × 3! = | |
| (2+3/5) × (2+2/5) = | |
| The set {L, U, C, A, S} has | |
| 4^2 + 3^3 + 2^4 = | |
| √(243) - √(75) = √(x). Find x. | |
| If set A has 6 elements, set B has 5 elements, and A∩B has 4 elements, then A∪B has | |
| *** 224488 ÷ 111 = | |
| If P is 20% of Q and Q is 25% of R, then P is what percent of R? | |
| 113 × 212 = | |
| If x + y = 2 and xy = 2 then x^3 + y^3 = | |
| 3/4 - 10/13 = | |
| …, -(1+1/3), -2/3, x, y, … is an arithmetic sequence. Find the value of y. | |
| 7/40 = | |
| Find the harmonic mean of 2 and 5. | |
| The least integer x such that 3 - 5x < 2 is | |
| 95 degrees F = | |
| *** 125 × 37.5 ÷ 5/8 = | |
| The probability of drawing a Queen or King from a standard 52 card deck is | |
| nPr(5,3) + nPr(5,2) = | |
| 45 degrees = pi/k radians. Find k. | |
| (2 + 7i) (2 - 7i) = a + bi. Find a + b. | |
| | | Answer | |
|---|
| sin(pi/3) × cos(pi/6) = | |
| The vertex of the parabola y = x^2 - 6x + 3 is (h, k). Find h. | |
| The eleventh term of 6, 11, 16, 21, … is | |
| The largest number of regions created by five intersecting lines is | |
| 1 - 4 + 9 - 16 + 25 - 36 + … - 64 = | |
| *** e^e × pi^pi = | |
| 44 base 8 × 4 base 8 = | |
| How much time has passed from 3:45 pm to 11:15 pm the same day? | |
| The slope of the line containing the points (-1, -2) and (3, 4) is | |
| The simplified coefficient of the xy^2 term in the expansion of (2x + 3y)^3 is | |
| The greatest integer function g(x) = [2x - 3] has a value of | |
| If log_x(8) + log_x(8) = 3 then x = | |
| √(2809) = | |
| (67 base 9 + 84 base 9) ÷ 8 has a remainder of | |
| If A is 125% of B and B is 120% of C then A is | |
| *** The area of 20x^2 + 45y^2 = 900 is | |
| The sum of the first 9 terms of the Fibonacci characteristic sequence 1, 4, 5, 9, 14, 23, … is | |
| If f(x) = 3x - 2 then f_inverse(-1) = | |
| If det([[-1,-2],[3,x]]) = 5, then x = | |
| limit of (x^2 - 3x)/(x-3) as x approaches 3 = | |
| The graph of f(x) = 2^(x-2) has a horizontal asymptote at y= | |
| If f(x) = (3x - 1)/(2x + 1) then f ' (1) = | |
| 1(1!) + 2(2!) + 3(3!) + 4(4!) = | |
| Integral of x^2 dx from 2 to 3 = | |
| Given 5966 ÷ 38 = 157, Find 5966 ÷ (9+1/2). | |
| *** 3210 miles/hour = | |
|
The Nine Planets 
Digits of Pi 
Multiplication Table
