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| Section | Weight | Objectives |
|---|---|---|
| Topic 1: Problem-Solving and Data Analysis | 15% | - Ratios, rates, proportions, and percentages - Probability, statistics, and descriptive measures - Units, unit conversion, and measurement - Data interpretation: tables, graphs, scatterplots |
| Topic 2: Geometry and Trigonometry | 15% | - Lines, angles, triangles, and polygons - Circles and coordinate geometry - Right triangle trigonometry and angles - Area, perimeter, volume, and surface area |
| Topic 3: Advanced Math | 35% | - Function notation, composition, and transformations - Quadratic, polynomial, and exponential functions - Radical equations and exponents - Rational expressions and equations |
| Topic 4: Algebra | 35% | - Linear equations in one and two variables - Systems of linear equations and inequalities - Linear functions and graphs - Absolute value equations and inequalities |

In the circle above, the measure of angle AOB is 80 degrees and the length of arc AB is 28(Pi) units. What is
the radius of the circle?
Correct Answer:
63
Explanation/Reference:
The size of an intercepted arc is equal to the measure of the intercepting angle divided by360, multiplied
by the circumference of the circle (2(Pi)r, where r is the radius of the circle):
units.
What is the slope of the line 3y = 12x 3?
Correct Answer: B 🗳️
Explanation: Only visible for Free4Torrent members. You can sign-up / login (it's free).
Which of the following is the set of positive factors of 12 that are NOT multiples of 2?
Correct Answer: A 🗳️
Explanation: Only visible for Free4Torrent members. You can sign-up / login (it's free).
There are seven students on the trivia team. Mr. Randall must choose four students to participate in the
trivia challenge. How many different groups of four students can Mr. Randall form?
Correct Answer:
35
Explanation/Reference:
The order of the four students chosen does not matter. This is a "seven-choose-four" combination
problem-be sure to divide to avoid counting duplicates:
There are 35 different groups of four students that Mr. Randall could form.
If -6b + 2a - 25 = 5 and a/b + 6 = 4, what is the value of (b/a)2?
Reveal Solution Discussion 0Correct Answer:
1/4
Explanation/Reference:
Solve-6b + 2a - 25 = 25for a in terms ofb: -6b + 2a - 25 = 5, -3b + a = 15, a = 15+3b. Substitute a in terms
of b into the second equation: Substitute b into
the first equation to find the value ofa: -6b + 2a - 25 = 5, -6(-3) 2a - 25 = 5, 18+2a = 30, 2a = 12, a = 6.
Finally,
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