1. How many athletes are competing in both high jump and triple jump but not long jump?
2. What is f ( 3 ) + 1 for the function f ( x ) = x 2 + 5?
3. Given b = 40 and c = −16, b + c is equal to the product of −4 and what number?
4. What fraction of his 24-hour day is spent walking to school in the morning if it takes Collin 24 minutes to walk to school?
5. What is the value of x in a triangle with interior angle measures of (6x)°, (2x)°, and x°?
6. Which of the following matrices is equal to 6?
7. What percent of the area enclosed by circle O is enclosed by O ‾C , O‾D , and minor arc C D?
8. What will be the height, in meters, of the object 3 seconds after launch?
9. Which of the following expressions is equivalent to f (x) = 4 x 2 − 14x + 12?
10. Which of the following is equivalent to (6x + 3y) − (y − 2x)?
11. How many 1-bedroom apartments did Bryce charge for this month?
12. To the nearest 1%, what percent of the customers who responded to the survey like hamburgers?
13. For what value of n does the quadratic equation x 2 − 4x + n = 0 have solutions of x = 7 and x = −3?
14. What is the use of the larger triangle?
15. What is the amplitude of the graph of function f (x) = _ 1 cos (3x + π) , shown in the standard (x,y) coordinate plane?
16. A circle in the standard (x,y) coordinate plane has its center at (3,−4) and passes through (0,0). Which of the following is an equation for that circle?
17. √ 112 + √ 63 + √ 175 = ?
18. The sum of 3 positive integers is 180, and the ratio of the integers is 5:3:2. What is the value of the smallest of the integers?
19. Jeremy reaches into a box in the closet. The box contains 10 gloves that make up 5 matching pairs. He picks 1 glove at random and puts it on. Then he picks another glove at random. What is the probability that he has picked a matching pair?
20. During an event, a store gave a free T‑shirt to every 24th customer that entered the store and a free gift certificate to every 60th customer that entered the store. Given that 500 customers entered the store during the event, how many customers received both a free T‑shirt and a free gift certificate?
21. Cameron’s bookshelf has 3 books with a rating of 10, 5 books with a rating of 100, and 2 books with a rating of 70. What is the expected value, to the nearest whole number, of the rating of a book randomly selected from Cameron’s bookshelf?
22. The 1st term of a certain sequence is −10, and the 2nd term is 1. What is the 5th term of this sequence?
23. Which of the following values is the y-value of the solution to the given system of equations?
24. Some values of the function g are given in the table. One of the following equations defines g. Which one?
25. The vertex angle of an isosceles triangle is 40°. What is the measure of a base angle?
26. Equilateral triangle ABC is inscribed in circle O. What is the degree measure of minor arc BC?
27. A scale model, where 1 coordinate unit represents 1 mile, is drawn in the standard (x,y) coordinate plane. Which of the following is closest to the area, in square miles, of the rectangle whose vertices are the real locations of the 4 houses?
28. Let the function f be defined as f (x) = −9x². In the standard (x,y) coordinate plane, the graph of y = f (x) undergoes a transformation such that the result is the graph of y = f (x) − 4. Under this transformation the graph of y = f (x) is:
29. Which of the following expressions equals the height, in feet, of the tree shown?
30. Which of the following values can P(A and B) be?
31. Whenever _ −3 x 3 + 12x is defined, it is equivalent to:
32. The roots of a polynomial equation are 0, 2, and −5. Which of the following is a factored form of the equation?
33. If _ 3x − y = _ 5, then _ x = ?
34. Let the slope of 3x + 2y = 5 be m1, and the slope of 6x + 4y = 7 be m2. Which of the following is true?
35. What is the value of f(g(−1))?
36. The graphs of y = f(x) and y = g(x) intersect at one of the following (x,y) points. Which one?
37. What is the best estimate of the mean number of cities toured?
38. Which of the following numbers is equal to (7 + 4i)²?
39. Which of the following statements cannot be true?
40. The real solution of the equation 3 e^x = 12 is:
41. What is the length, in centimeters, of arc AB shown as the thick curved line?
42. Which of the following equations gives y in terms of x?
43. Which of the following equations is an ellipse that intersects all 4 vertices of the hyperbolas?
44. Which of the following expressions is the inverse function, f −1(x)?