a. Make a list, chart, or diagram of the possible outcomes when choosing two cards in this manner.
b. What is the probability that the sum of the integers on the two cards is greater than 9?
c. Based on your response to part a., what is the most frequently occurring sum of the integers? What is the probability that this sum will occur?
Triangle ABC is inscribed in a circle O. What is the measure of angle A?
a. There was a total of 100 points on the test; each question on the test was worth the same number of points. How many points was each question worth? Show your work or explain how you obtained your answer.
b. Suppose that 90% was the minimum score required in order to earn an A on this test. How many questions could Theresa answer incorrectly and still earn an A? Show your work or explain how you obtained your answer.
c. If Theresa answered all of the short-answer questions correctly, what is the minimum percent of open-response questions that Theresa must answer correctly in order to receive a score of 90% on the test? Show your work or explain how you obtained your answer.