
Algebra 2 Final SOL Review
Quiz by Ms. Amber Reichard
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10 questions
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- Q1From a class of 12 students, 4 will be chosen to do a job. How many different groups could be chosen?11,880244954830s
- Q2There are 14 students in the class. The teacher has placed 3 chairs in the center of the classroom for a game. Three students will be chosen to sit in the chairs. Which statement is true?If the order of the students is a concern, there are 364 possible arrangements.If the order of the students is a concern, there are 2,184 possible arrangements.If the order of the students is NOT a concern, there are 2,184 possible arrangements.If the order of the students is NOT a concern, there are 42 possible arrangements.30s
- Q3Mrs. Jones has 6 different books that need to be arranged on a shelf. How many different ways could Mrs. Jones arrange them?36672046,65630s
- Q4In a normal distribution, what is the probability that a data value will fall above the data value associated with a z-score of 0.15?44.04%53.98%55.96%46.02%30s
- Q5Look at the function. Which describes an interval, rounded to the nearest tenth, in which the function is decreasing?{x: 2 < x < infinity}{x : -2 < x < -1}{x: -1.2 < x < 1.2 }{x: 1.2 < x < 2}30s
- Q6Look at the above function. Which describes an interval in which the function is increasing?{x: -infinity < x < -1 }{x: -1 < x < 1}{x: -1 < x < infinity}{x: 1 < x < infinity}30s
- Q7What is the domain of the function defined by the following equation?All real numbers greater than zero.All real numbers less than zero.All non-zero real numbers.All real numbers.30s
- Q8What is the equation for the inverse of : y = x - 2= y + 2= - x + 2= x + 2= -y + 230s
- Q9If 5 is a zero of the polynomial function h, which statement must be true?The solution of h(x) = 0 is x= -5The y-intercept for the graph of h(x) is (0, 5)A factor of h(x) is (x + 5)A factor of h(x) is (x-5)30s
- Q10Which description of a normal distribution is most likely NOT true?Approximately 34% of the data will fall within one standard deviation of the mean.Approximately 95% of the data will fall within 2 standard deviations of the mean.Approximately 99.7% of the data will fall within 3 standard deviations of the mean.Approximately 68% of the data will fall within one standard deviation of the mean..30s