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L15.2082 - Statistics for Business and Economics (2024/2025)

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Below are the values for monthly household electricity consumption (in kilowatt-hours) for a sample of 12 households:

     450     480     470     470     490     490

     485     510     510     500     525     520

Only 10% of the households have a consumption above which value? (Write down the result with two decimal places and "." as the decimal separator.)

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A negatively skewed distribution is best described when:

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Below are the values for monthly household electricity consumption (in kilowatt-hours) for a small sample of 6 households:

480510510500525520

Using this sample, the most accurate estimate for the standard deviation of monthly household electricity consumption is,

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Find the variance of the following dataset: -3, 0, 3

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A study is designed to test the effect of a new teaching method on student performance in mathematics. The researcher believes that students' prior knowledge level in the subject, categorized as "low," "medium," or "high", might influence the results, so they plan the random experiment accordingly. 

Associate the following variables (A, B, C) to their nature in the list (1, 2, 3).

A. New teaching method

B. Performance in mathematics

C. Prior knowledge level

1: Explanatory

2: Response

3: Blocking

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Given the following data set, what is the value of the mean?     

xi    Fi

1    1

2    0

3    0

4    2

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Given the following histogram, which of the following applies to the median?

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If the 20th percentile of student's scores in a given exam is equal to 15 points (out of 100), it means that...

Select the most appropriate option:

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A high school counselor uses a computer to generate 50 random numbers and then picks students whose

names correspond to the numbers.

Determine the type of sampling used.

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A group of 4 friends likes to bowl together, and each friend keeps track of his all-time highest score in a single game. Their high scores are all between 180 and 220, except for Adam, whose high score is 250.

Adam then bowls a great game and has a new high score of 290.

How will increasing Adam's high score affect the mean and the median?

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