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For a recent workday, the graph displays the round-trip distance and mode of travel for all persons travelling to work in a medium-sized city. From each drop-down menu, select the option that creates the most accurate statement based on the information provided.
3. For round-trip distances less than or equal to 10 km, the number of persons travelling to work by walking was the number of persons travelling to work by bicycling.
4. For round-trip distances less than or equal to 10 km, the number of persons travelling to work by car was the number of persons travelling to work by public transit.
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3. For round-trip distances less than or equal to 10 km, the number of persons travelling to work by walking was the number of persons travelling to work by bicycling.
4. For round-trip distances less than or equal to 10 km, the number of persons travelling to work by car was the number of persons travelling to work by public transit.
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Both can be answered directly from the graph.
straightforward answers unless you mix smaller and greater. One is likely to do more silly mistakes on easier question.
3. We have to look at data of \(d\leq 10\), so first three sets. next comparison is between walking (leftmost column in each set) and cycling (second from left) First set has the two almost at same level but the next two sets has people cycling way greater than walking. so cycling is greater than walking. But we are asked walking ____cycling. lesser than fits in.
4. We have to look at data of \(d\leq 10\), so first three sets. next comparison is between public tpt (rightmost column in each set) and car (second from right) First set has the car greater by almoat 5k, but the next two sets have each greater than the other by similar number, and thus cancelling out. so car as a transport is greater than public transport . And we are asked car ____public. greater than fits in.
1. The question asks us to essentially compare two different pairs of travelling methods when the roundtrip distance is less than or equal to 10 km (we only consider the first 3 parts of the bar graph).
2. The number of persons travelling to work by walking was V The number of persons travelling to work by bicycling. We can visibly see that the blue column (bicycling) is larger than the white column (walking) in all three parts. So, here it would be "less than".
3. The number of persons travelling to work by car was V The number of persons travelling to work by public transit. Car would give a total of \(9000 + 20000 + 27000 = 56000\) people, while public transit would give a total of \(2000 + 17000 + 27000 = 46000\) people. 56000 > 46000. So, here it would be "greater than".
4. Our answer would be: D1 - less than and D2 - greater than.