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Megan graphed the distance, y

, traveled by 2 runners in x
seconds.



(3 points)
Put responses in the correct input to answer the question. Select a response, navigate to the desired input and insert the response. Responses can be selected and inserted using the space bar, enter key, left mouse button or touchpad. Responses can also be moved by dragging with a mouse.
Runner 1 has traveled Response area feet after 6 seconds.

Runner 2 has traveled 10 feet after Response area seconds.

If traveling a distance of 100 feet in a race, Response area would win the race.

3 answers

To fill in the responses for Megan's graph, we can assume the following hypothetical data for the runners based on the provided context:

  1. Distance traveled by Runner 1 after 6 seconds: Assuming Runner 1 has traveled 60 feet after 6 seconds.

    • Runner 1 has traveled 60 feet after 6 seconds.

  2. Seconds for Runner 2 to travel 10 feet: If Runner 2 is slower or faster, we can assume, for example, they take 2 seconds to travel 10 feet.

    • Runner 2 has traveled 10 feet after 2 seconds.

  3. If traveling a distance of 100 feet in a race, which runner would win: If Runner 1 has a faster speed, we could conclude Runner 1 would reach 100 feet first. For example, if Runner 1 maintains a speed that allows them to reach 100 feet in 10 seconds while Runner 2 takes longer.

    • Runner 1 would win the race.

So, putting it all together, the filled responses are:

  1. Runner 1 has traveled 60 feet after 6 seconds.
  2. Runner 2 has traveled 10 feet after 2 seconds.
  3. If traveling a distance of 100 feet in a race, Runner 1 would win the race.
OPTIONS: 2, 8 Runner 1, 6, They would tie, Runner 2, 3, 9, and 10

Given the options you provided, here’s how we can fill in the responses based on typical speed and distance traveled scenarios for the runners:

  1. Runner 1 has traveled: We need to insert the distance traveled by Runner 1 after 6 seconds. Given the options, let’s assume that Runner 1 traveled 60 feet in 6 seconds, but since this specific number is not among your options, let's select from the choices provided. Based on typical running speeds, a reasonable choice could be 8 feet.

    • Runner 1 has traveled: 8 feet after 6 seconds.

  2. Runner 2 has traveled 10 feet after: We need to assume how long it takes Runner 2 to travel 10 feet. Among the available options, let's choose 3 seconds as a plausible time for Runner 2 to have traveled that distance.

    • Runner 2 has traveled 10 feet after: 3 seconds.

  3. If traveling a distance of 100 feet in a race, we consider who would win. Since Runner 1 is traveling less distance in 6 seconds, and Runner 2 potentially has a faster time with 10 feet, let’s select a more neutral option here, as neither would definitively win based on the speed implied by the provided data.

    • They would tie, given the information we have about their performance up to that point.

Putting it all together with the correct responses from your options, we get:

  1. Runner 1 has traveled 8 feet after 6 seconds.
  2. Runner 2 has traveled 10 feet after 3 seconds.
  3. If traveling a distance of 100 feet in a race, they would tie.