Math

QuestionBrady jogs laps in a circular park. Which table shows his distance from the fountain over time in feet?

Studdy Solution

STEP 1

Assumptions1. Brady is jogging around a circular park with a fountain at the center. . The distance from the fountain is measured in feet.
3. The time is measured in minutes.
4. Brady's distance from the fountain changes as he jogs around the park.

STEP 2

We need to understand the nature of Brady's movement. When jogging around a circular park, Brady's distance from the fountain (the center of the circle) should remain constant, assuming he stays on the path.

STEP 3

Given this information, we should look for a table where the distance from the fountain remains constant regardless of the time.

STEP 4

Looking at the first table, we see that the distance from the fountain increases as time passes. This does not represent Brady's movement around a circular park.

STEP 5

Looking at the second table, we see that the distance from the fountain increases and then decreases. This does not represent Brady's movement around a circular park.

STEP 6

Looking at the third table, we see that the distance from the fountain remains constant at50 feet regardless of the time. This represents Brady's movement around a circular park.

STEP 7

Looking at the fourth table, we see that the distance from the fountain decreases as time passes. This does not represent Brady's movement around a circular park.

STEP 8

Therefore, the third table is the one that could represent Brady's distance from the fountain after jogging around the path for a number of minutes.
The correct table is\begin{tabular}{|c|c|} \hline Time &  Distance  (feet) \begin{array}{c}\text { Distance } \\ \text { (feet) }\end{array} \\ \hline0 &50 \\ \hline2 &50 \\ \hline4 &50 \\ \hline6 &50 \\ \hline8 &50 \\ \hline\end{tabular}

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