Deck 5: Introduction to Probability and Sample Statistics
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Deck 5: Introduction to Probability and Sample Statistics
1
A bowl contains 15 balls: 5 red, 3 orange, 4 yellow, and 3 blue. The probability that a ball selected at random is yellow is equal to which one of the following?
A) 3/15
B) 4/15
C) 5/15
D) Cannot be determined
A) 3/15
B) 4/15
C) 5/15
D) Cannot be determined
B
2
A basket contains 58 rings: 10 diamond, 22 amethyst, and 26 aquamarine. The probability that a ring selected at random is amethyst is equal to which one of the following?
A) .17
B) .38
C) .45
D) Cannot be determined
A) .17
B) .38
C) .45
D) Cannot be determined
B
3
Which of the following is needed to be able to draw inferences about a parameter based on a sample estimate?
A) Random sample
B) Underlying theoretical distribution
C) Outcome probability
D) Sample population selection
A) Random sample
B) Underlying theoretical distribution
C) Outcome probability
D) Sample population selection
A
4
To draw inferences from a sample, to what is the sample statistic compared?
A) Random sample
B) Underlying distribution of estimates
C) Outcome probability
D) Sample population selection
A) Random sample
B) Underlying distribution of estimates
C) Outcome probability
D) Sample population selection
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