Question

1.) What is the correct z-score formula to use when working with the Central Limit Theorem? 2.) What does the final answer to a Central Limit Theorem problem represent? A. It represents a probability B. It represents a cut-off score C. It represents a z-score D. It represents a raw data element E. None of these 3.) The steps used to solve a Central Limit Theorem problem are almost exactly the same as the steps used to solve which problem listed below? (Hint: the only difference is the z-score formula used) A. Forward Normal B. Reverse Normal C. Normal Approximation to the Binomial D. Confidence Interval E. None of these 4.) Assume that the population of students in the United States have normally distributed heights with μ = 65 inches and σ = 3.5 inches. If a sample of 36 students is chosen from this population, find the probability that the mean height is less than 67 inches. Round your answer to 4 decimal places. A. 0.2843 B. 0.7157 C. 0.0003 D. 0.9997 E. None of these 5.) Assume that the population of students in the United States have normally distributed heights with μ = 65 inches and σ = 3.5 inches. If a sample of 36 students is chosen from this population, find the probability that the mean height is greater than 67 inches. Round your answer to 4 decimal places. A. 0.2843 B. 0.7157 C. 0.0003 D. 0.9997 E. None of these 6.) When using the Normal Probability Distribution to solve a Binomial Distribution problem, both n ⋅ p and n ⋅ q must both be greater than A. 2 B. 3 C. 4 D. 5 E. None of these

1.) What is the correct z-score formula to use when working with the Central Limit Theorem?
2.) What does the final answer to a Central Limit Theorem problem represent?
A. It represents a probability
B. It represents a cut-off score
C. It represents a z-score
D. It represents a raw data element
E. None of these
3.) The steps used to solve a Central Limit Theorem problem are almost exactly the same as the steps used to solve which problem listed below? (Hint: the only difference is the z-score formula used)
A. Forward Normal
B. Reverse Normal
C. Normal Approximation to the Binomial
D. Confidence Interval
E. None of these
4.) Assume that the population of students in the United States have normally distributed heights with μ = 65 inches and σ = 3.5 inches. If a sample of 36 students is chosen from this population, find the probability that the mean height is less than 67 inches. Round your answer to 4 decimal places.
A. 0.2843
B. 0.7157
C. 0.0003
D. 0.9997
E. None of these
5.) Assume that the population of students in the United States have normally distributed heights with μ = 65 inches and σ = 3.5 inches. If a sample of 36 students is chosen from this population, find the probability that the mean height is greater than 67 inches. Round your answer to 4 decimal places.
A. 0.2843
B. 0.7157
C. 0.0003
D. 0.9997
E. None of these
6.) When using the Normal Probability Distribution to solve a Binomial Distribution problem, both n ⋅ p and n ⋅ q must both be greater than
A. 2
B. 3
C. 4
D. 5
E. None of these

Added by David W.

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