A pie chart divided into 6 inequal sections is titled Transportation to School. The sections are labeled walk, 10; car, 12; bike, 2; train, 3; taxi, 4; and bus.
A total of 36 students were surveyed to determine the mode of transportation that they use to travel to school. What percentage of students walk to school? Round the percentage to the tenth.
(1 point)
The percentage of students that walk to school is
BLANK%.
(10/36) x 100 = 27.8%
Therefore, the percentage of students that walk to school is 27.8%.
A pie chart divided into 6 inequal sections is titled Transportation to School. The sections are labeled walk, 10; car, 12; bike, 2; train, 3; taxi, 4; and bus.
A total of 36 students were surveyed to determine the mode of transportation that they use to travel to school. What percentage of students take a car to school? Round the percentage to the tenth.
(1 point)
The percentage of students that take a car to school is
%
To calculate the percentage of students that take a car to school:
Car = 12
Total students surveyed = 36
Percentage = (12/36) x 100
Percentage = 33.3%
Therefore, the percentage of students that take a car to school is 33.3%.
wrongs
I apologize for the mistake. Let's correct it.
Car = 12
Total students surveyed = 36
Percentage = (12/36) x 100
Percentage = 33.3%
Therefore, the percentage of students that take a car to school is 33.3%.
oh wait its right
I'm glad the response was correct! If you have any more questions or need further assistance, feel free to ask.
A bar graph shows sales in dollars by region.
The x-axis shows regions north, south, east, and west. The y-axis represents sales in dollars ranging from 0 to 250,000 in increments of 50,000. Data showsnNorth is 100,000; south is 150,000; east is 200,000; and west is 50,000.
The financial executive for a business displayed the company’s sales by regions. Use the graph to determine the difference in sales for the East region and the West region.
To determine the difference in sales for the East region and the West region, we need to look at the sales figures for each region:
East = $200,000
West = $50,000
The difference in sales between the East and West regions is calculated as follows:
East sales - West sales = $200,000 - $50,000 = $150,000
Therefore, the difference in sales for the East region and the West region is $150,000.
Favorite Sport
Subject Football Basketball Tennis Soccer Baseball Total Number of Students
Number of Students 15 28 6 9 12
(total number of students is blank)
list the percentages for the number of students on each sport
To calculate the percentage of students for each sport, you first need to find the total number of students. The total can be found by summing up the number of students for each sport:
Football: 15 students
Basketball: 28 students
Tennis: 6 students
Soccer: 9 students
Baseball: 12 students
Total number of students = 15 + 28 + 6 + 9 + 12 = 70 students
Now we can calculate the percentage of students for each sport:
Football: (15/70) x 100% ≈ 21.4%
Basketball: (28/70) x 100% ≈ 40.0%
Tennis: (6/70) x 100% ≈ 8.6%
Soccer: (9/70) x 100% ≈ 12.9%
Baseball: (12/70) x 100% ≈ 17.1%
Therefore, the percentages for the number of students in each sport are approximately:
Football: 21.4%
Basketball: 40.0%
Tennis: 8.6%
Soccer: 12.9%
Baseball: 17.1%
A pie chart divided into 6 inequal sections is titled Sales Revenue. The sections are labeled pineapple, 300, 9 percent; oranges, 19 percent; apples, 800, 25 percent; grapes, 500, 16 percent; strawberry, 450, 14 percent; blueberry, 550.
A produce market tracked their top six selling items and graphed the results in a circle graph. The market found that a total of 3,200 of these six items were sold. How many oranges were sold?
To calculate the number of oranges sold, we first need to determine the portion of the total sales represented by oranges.
The total number of items sold is given as 3,200.
From the information provided:
- Pineapple: 9%
- Oranges: 19%
- Apples: 25%
- Grapes: 16%
- Strawberry: 14%
- Blueberry: Unknown
Since the total percentage must add up to 100%, the percentage for blueberry can be calculated by subtracting the sum of the other percentages from 100%:
Blueberry = 100% - (9% + 19% + 25% + 16% + 14%) = 100% - 83% = 17%
Now, we can calculate the number of oranges sold:
Number of oranges sold = (19%/100%) * 3,200
Number of oranges sold = 0.19 * 3,200
Number of oranges sold = 608
Therefore, 608 oranges were sold.
A produce market tracked their top six selling items and graphed the results in a circle graph. The market found that a total of 3,200 of these six items were sold. How many oranges were sold?
(1 point)
Responses
A total of 500 oranges were sold.
A total of 500 oranges were sold.
A total of 600 oranges were sold.
A total of 600 oranges were sold.
A total of 800 oranges were sold.
A total of 800 oranges were sold.
A total of 19% of oranges were sold.
To find the number of oranges sold, we need to use the information provided:
Total number of items sold: 3,200
Given that the percentage of oranges sold is 19%, we can calculate the number of oranges sold as follows:
Number of oranges sold = 19% of 3,200
Number of oranges sold = (19/100) * 3,200
Number of oranges sold = 0.19 * 3,200
Number of oranges sold = 608
Therefore, the correct response is:
A total of 600 oranges were sold.