Thirty households were surveyed for the number of televisions in each home. Following are the results. Construct a frequency histogram.. 2 2 0 1 1 2 0 5 2 4 4 2 1 0 0 0 0 0 2 0 0 2 1 1 1 0 0
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Gauthmathier6629
Grade 12 · 2022-02-01
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Thirty households were surveyed for the number of televisions in each home. Following are the results. Construct a frequency histogram.. Thirty households were surveyed for the number of - Gauthmath 2 0 1 1 2 0 5 2 4 4 2 1 0 0 0 0 0 2 0 0 2 1 1 1 0 0
Gauthmathier0747
Grade 12 · 2022-02-01
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The histogram below represents the number of television sets per household for sample of U.S households_ What is tha maximum number of households having the same number of lelevision sets? OA 0 B. 100 C. 20
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In this problem, we have been given a histogram which represents the number of television sets for a household for a sample of u s, households and we need to determine the maximum number of households having the same number of television sets. So on the horizontal axis. We can see that the numbers we have are 1234 and 5 point, so these numbers represent the number of television sets for household and let us consider the frequencies for each of these. That is, let us consider how many households have each of these number of television sets. So we can see that the bar for 1 goes up to 20 on the vertical axis. That means the frequency is 20, and that means that a total of 20 households have only 1 television set now for the next 1 for the bar for 2. We can see that goes up to 50, the bar for 3, that goes up to 15, the bar for 4, that goes up to 10 and the bar for 5. That goes up to 5. So we can see that out of all of these numbers, the highest number is 50 point. So this is the maximum number of households having the same number of television sets. That is a total of 50 households have 2 television sets, and so our required answer is 50, and that means that option a is the correct option in this case.
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The histogram below represents the number of television sets per household for sample of U.S: households How many households are included In the histogram?
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In this problem, we have been given a histogram which represents the number of television sets for household for a sample of u as households, and we need to determine how many households are included in the histogram. So, first of all consider the bar for 1. That is the bar, which represents the number of people, the number of households which have only 1 television set, and we can see that the bar goes up to 20 point. So the frequency is 20, meaning that a total of cranny households have only 1 television set, and the next consider the bar for 2 television sets that goes up to 50. So there are 50 households included there and then, if we consider the bar for 3 television sets, we can see that it's exactly between 10 and 20. So we have 15 and then, if we consider the bar for 4, television sets it's 10 and if we consider the bar for 5 vision sets it's between 0 and 10, and that is equal to 5. Now we want to determine how many households are included in the histogram and total. We can obtain that by adding all of these numbers, so we have 20 plus 50 plus 15 plus 10 plus 5, and that gives us 100 point. So this is our answer. A total of 100 households are included in the histogram.