A moving company drove one of its trucks 100,042 miles one year. A second truck was driven 98,117 miles, and a third truck was driven 120,890 miles. How many miles were driven by all three trucks?
(1 point)
Responses
121,049 miles
121,049 miles
219,049 miles
219,049 miles
319,049 miles
319,049 miles
319,059 miles
319,059 miles
To find the total number of miles driven by all three trucks, we can add up the number of miles driven by each truck:
100,042 miles + 98,117 miles + 120,890 miles = 319,049 miles
Therefore, the correct answer is 319,049 miles.
Use the Air Distances table to answer the question.
Air Distances
From To Miles
Hong Kong Port Said, Suez Canal, Egypt 4,950
Port Said, Suez Canal, Egypt Capetown, South Africa 4,590
Capetown, South Africa Zanzibar City, Tanzania 2,350
Zanzibar City, Tanzania Istanbul, Turkey 3,310
Istanbul, Turkey Calcutta, India 3,650
Calcutta, India Hong Kong 1,530
Stan is planning to fly from Port Said, Suez Canal, Egypt to Capetown, South Africa, then to Zanzibar City, Tanzania. Find the total air distance.
(1 point)
Responses
5,940 miles
5,940 miles
6,840 miles
6,840 miles
6,940 miles
6,940 miles
6,930 miles
6,930 miles
To find the total air distance from Port Said, Suez Canal, Egypt to Capetown, South Africa, then to Zanzibar City, Tanzania, we need to add up the distances for each leg of the trip:
4,590 miles + 2,350 miles = 6,940 miles
Therefore, the correct answer is 6,940 miles.
Find the sum. Enter your answer in the box.
2,435 + 6,343 + 8,566
The sum of 2,435, 6,343, and 8,566 is 17,344.
A baseball team played three consecutive home games. The first game was attended by 28,453 people. The second game was attended by 30,678 people. The third game was attended by 24,234 people.
Part A
Explain how you can round to estimate the total number of people that attended the three games.
(1 point)
To estimate the total number of people that attended the three games, you can round each attendance number to the nearest ten or hundred, then add them together.
For example, rounding 28,453 to the nearest ten gives 28,450, rounding 30,678 to the nearest ten gives 30,680, and rounding 24,234 to the nearest ten gives 24,230.
Then, you can add these rounded numbers to estimate the total attendance:
28,450 + 30,680 + 24,230 = 83,360.
Therefore, you can estimate that the total number of people that attended the three games is approximately 83,360.
What is the actual number of people that attended the three games? How can you use the estimate to check if your answer is reasonable?
The actual number of people that attended the three games is the sum of the attendance numbers:
28,453 + 30,678 + 24,234 = 83,365.
To check if the estimate is reasonable, you can compare it to the actual number. In this case, the estimate was 83,360 and the actual number is 83,365. The estimate is very close to the actual number, which indicates that it is a reasonable estimate.
The table shows the number of people who attended the last three hockey games this month.
Hockey Game Attendance
Game Number of People
1 4,653
2 2,350
3 3,860
Round the total number of people who attended each game. Select the best rounded number from the drop-down menu. Use these rounded numbers to create an equation to find the estimated total number of people who attended all games.
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