In 2003, the average combined SAT score (math and verbal) for college-bound students in the United States was 1,026. Suppose that approximately 45% of all high school graduates took this te100 high school graduates are randomly selected from among all high school grads in the United States. Which of the following random variables has a distribution that can be approximated by adistribution? Whenever possible, give the values for n and p.(a) the number of students who took the SATO binomial with n = 100 and p = 0.45O binomial with n = all college-bound students in the United States and p = proportion of students of high school students who scored above 1,026O binomial with n = 100 and p = proportion of students of high school students who scored above 1,026O binomial with n = all college-bound students in the United States andp = 0.45O not a binomial random variable(b) the scores of the 100 students in the sampleO binomial with n = 100 and p = 0.45O binomial with n = all college-bound students in the United States andp = proportion of students of high school students who scored above 1,026O binomial with n = 100 and p = proportion of students of high school students who scored above 1,026O binomial with n = all college-bound students in the United States and p = 0.45O not a binomial random variable(c) the number of students in the sample who scored above average onSATO binomial with n = 100 and p = 0.45O binomial with n = all college-bound students in the United States andp = proportion of students of high school students who scored above 1,026O binomial with n = 100 and p = proportion of students of high school students who scored above 1,026O binomial with n = all college-bound students in the United States andp = 0.45O not a binomial random variable

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The probability distribution of this discrete random variable having x number of successes in n…

ph school graduates are randomly selecte ution? Whenever possible, give the values he number of students who took the SAT O binomial with n = 100 and p = 0.45