Heraldo surveyed a group of people and asked them how many tattoos they had. His results are represented in the circle graph. How many people did he survey?
(1 point)
9 answers
There is not enough information to determine how many people Heraldo surveyed based on only the circle graph showing the distribution of tattoos. Additional information would be needed to calculate the total number of people surveyed.
Use the image to answer the question.
A pie chart shows the following distribution: 1 to 2, 35; 3 to 4, 18; 5 to 6, 13; 7 plus, 11. Each segment of the pie chart shows a different pattern.
Heraldo surveyed a group of people and asked them how many tattoos they had. His results are represented in the circle graph. How many people did he survey?
(1 point)
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A pie chart shows the following distribution: 1 to 2, 35; 3 to 4, 18; 5 to 6, 13; 7 plus, 11. Each segment of the pie chart shows a different pattern.
Heraldo surveyed a group of people and asked them how many tattoos they had. His results are represented in the circle graph. How many people did he survey?
(1 point)
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To determine how many people Heraldo surveyed, we need to add up the total number of people in each category as shown in the pie chart:
1 to 2 tattoos: 35 people
3 to 4 tattoos: 18 people
5 to 6 tattoos: 13 people
7 plus tattoos: 11 people
Total number of people surveyed = 35 + 18 + 13 + 11 = 77
Therefore, Heraldo surveyed 77 people.
1 to 2 tattoos: 35 people
3 to 4 tattoos: 18 people
5 to 6 tattoos: 13 people
7 plus tattoos: 11 people
Total number of people surveyed = 35 + 18 + 13 + 11 = 77
Therefore, Heraldo surveyed 77 people.
Use the image to answer the question.
A pie chart shows the following distribution: 1 to 2, 35; 3 to 4, 18; 5 to 6, 13; 7 plus, 11. Each segment of the pie chart shows a different pattern.
Heraldo surveyed a group of people and asked them how many tattoos they had. His results are represented in the circle graph. What percentage of people responded with 1–2? Express the answer as a decimal, and round to the nearest tenth.
(1 point)
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A pie chart shows the following distribution: 1 to 2, 35; 3 to 4, 18; 5 to 6, 13; 7 plus, 11. Each segment of the pie chart shows a different pattern.
Heraldo surveyed a group of people and asked them how many tattoos they had. His results are represented in the circle graph. What percentage of people responded with 1–2? Express the answer as a decimal, and round to the nearest tenth.
(1 point)
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To calculate the percentage of people who responded with 1-2 tattoos, divide the number of people in the 1-2 tattoos category by the total number of people surveyed and then multiply by 100 to get the percentage.
Number of people with 1-2 tattoos: 35
Total number of people surveyed: 35 + 18 + 13 + 11 = 77
Percentage of people with 1-2 tattoos: (35 / 77) * 100 ≈ 45.5%
Rounded to the nearest tenth, the percentage of people who responded with 1-2 tattoos is approximately 45.5%.
Number of people with 1-2 tattoos: 35
Total number of people surveyed: 35 + 18 + 13 + 11 = 77
Percentage of people with 1-2 tattoos: (35 / 77) * 100 ≈ 45.5%
Rounded to the nearest tenth, the percentage of people who responded with 1-2 tattoos is approximately 45.5%.
Use the image to answer the question.
A circle graph is divided into 3 sections. The value for copper is 56 percent. The value for manganese is 9 percent. The section labeled silver is not assigned a percentage value.
The circle graph represents the breakdown of metals in a Jefferson nickel. Each category is represented as a percentage of the total volume of the coin. What percentage of the Jefferson nickel is made up of silver?
(1 point)
%
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A circle graph is divided into 3 sections. The value for copper is 56 percent. The value for manganese is 9 percent. The section labeled silver is not assigned a percentage value.
The circle graph represents the breakdown of metals in a Jefferson nickel. Each category is represented as a percentage of the total volume of the coin. What percentage of the Jefferson nickel is made up of silver?
(1 point)
%
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To find the percentage of the Jefferson nickel that is made up of silver, we first need to determine the percentage for silver by subtracting the percentages of copper and manganese from 100% (total):
Percentages given:
Copper: 56%
Manganese: 9%
Total percentage: 100%
Total of known percentages: 56% (copper) + 9% (manganese) = 65%
Percentage of silver: 100% - 65% = 35%
Therefore, the percentage of the Jefferson nickel that is made up of silver is 35%.
Percentages given:
Copper: 56%
Manganese: 9%
Total percentage: 100%
Total of known percentages: 56% (copper) + 9% (manganese) = 65%
Percentage of silver: 100% - 65% = 35%
Therefore, the percentage of the Jefferson nickel that is made up of silver is 35%.
'
Use the table to answer the question.
Monday 64 oz.
Tuesday 50 oz.
Wednesday 60 oz.
Thursday 54 oz.
Friday 39 oz.
Saturday 66 oz.
Sunday
Daniela is logging her water consumption for each day of the week in the table.
She is representing these data on a bar graph, where the x -axis is the day of the week and the y -axis is the number of ounces of water consumed. If she drank a total of 381 oz. of water for the whole week, how tall should the Sunday bar be on her graph?
(1 point)
oz.
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Use the table to answer the question.
Monday 64 oz.
Tuesday 50 oz.
Wednesday 60 oz.
Thursday 54 oz.
Friday 39 oz.
Saturday 66 oz.
Sunday
Daniela is logging her water consumption for each day of the week in the table.
She is representing these data on a bar graph, where the x -axis is the day of the week and the y -axis is the number of ounces of water consumed. If she drank a total of 381 oz. of water for the whole week, how tall should the Sunday bar be on her graph?
(1 point)
oz.
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To determine the height of the Sunday bar on Daniela's graph, we need to find out how many ounces of water she consumed on Sunday.
Given:
Total ounces of water consumed in the week = 381 oz.
Total ounces consumed from Monday to Saturday = 64 + 50 + 60 + 54 + 39 + 66 = 333 oz.
To find the ounces consumed on Sunday:
Water consumed on Sunday = Total ounces of the week - Total ounces from Monday to Saturday
Water consumed on Sunday = 381 - 333 = 48 oz.
Therefore, the Sunday bar on Daniela's graph should be 48 oz. tall.
Given:
Total ounces of water consumed in the week = 381 oz.
Total ounces consumed from Monday to Saturday = 64 + 50 + 60 + 54 + 39 + 66 = 333 oz.
To find the ounces consumed on Sunday:
Water consumed on Sunday = Total ounces of the week - Total ounces from Monday to Saturday
Water consumed on Sunday = 381 - 333 = 48 oz.
Therefore, the Sunday bar on Daniela's graph should be 48 oz. tall.
4 answers