Question

Two bikers track how many miles they traveled for 8 hour they spent biking biker A's distant travel is shown in the graph above biker B's distant traveled is shown in the table above using the data above which biker can cycle faster how fast were they traveling biker beats travel per hour our spent biking 1, 2, 3 and Miles traveled 12, 24, 36

Answer 1

To determine which biker can cycle faster, we need to analyze the distance traveled by each biker over time.

**Biker B's Data:**
- 1 hour: 12 miles
- 2 hours: 24 miles
- 3 hours: 36 miles

From Biker B's data, we can calculate the speed:
- At 1 hour: 12 miles / 1 hour = 12 miles/hour
- At 2 hours: 24 miles / 2 hours = 12 miles/hour
- At 3 hours: 36 miles / 3 hours = 12 miles/hour

So, Biker B cycled at a consistent speed of **12 miles per hour**.

Now, for **Biker A**, we would need the graph mentioned to analyze the distance traveled over time. Typically, this would involve picking points from the graph corresponding to the 1, 2, and 3-hour marks and calculating the speed similarly (distance over time).

Since I cannot see the graph, you'll need to check the distances traveled by Biker A at these same time marks.

Once you have those distances, calculate Biker A's speeds the same way as Biker B:
- Speed = Distance / Time

**Final Comparison:**
After calculating the speeds for Biker A, compare the two:
- If Biker A's speed is greater than 12 miles/hour, then Biker A is faster.
- If it's less, then Biker B is faster.
- If they are equal, then the bikers cycled at the same speed.

Let me know if you can provide the distances from Biker A's graph, and I can help complete the analysis!