a certain running back can run 40 yards in 4.8 seconds. how far can the running back go at the same speed in 6 seconds questions

To determine how far the running back can go in 6 seconds at the same speed, we can use the following proportion:

40 yards / 4.8 seconds = x yards / 6 seconds

Cross-multiplying, we get:

4.8 seconds * x yards = 40 yards * 6 seconds

Simplifying further:

4.8x = 240

Dividing both sides by 4.8:

x = 240 / 4.8

x = 50

Therefore, the running back can go 50 yards in 6 seconds at the same speed.

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To find out how far the running back can go at the same speed in 6 seconds, we'll use the formula: distance = speed × time.

Given:
Speed = 40 yards / 4.8 seconds

Let's calculate the distance the running back can go in one second:
40 yards / 4.8 seconds = 8.333 yards per second (rounded to three decimal places)

Now, we'll calculate how far the running back can go in 6 seconds:
Distance = Speed × Time = 8.333 yards per second × 6 seconds

Calculating this, we find:
Distance = 49.998 yards (rounded to three decimal places)

Therefore, the running back can go approximately 50 yards at the same speed in 6 seconds.

To determine how far the running back can go at the same speed in 6 seconds, we can use the concept of speed and distance. Speed is defined as the distance covered divided by the time taken.

In this case, we are given that the running back can run 40 yards in 4.8 seconds. We can use this information to find the speed at which the running back is running.

Speed = Distance / Time

Using the given values:
Speed = 40 yards / 4.8 seconds
Speed ≈ 8.33 yards/second (rounded to two decimal places)

Now, we want to find out how far the running back can go in 6 seconds at the same speed. To solve this, we'll multiply the speed by the time.

Distance = Speed * Time

Using the speed we calculated earlier:
Distance = 8.33 yards/second * 6 seconds
Distance ≈ 49.98 yards (rounded to two decimal places)

Therefore, the running back can go approximately 49.98 yards in 6 seconds, assuming they maintain the same speed.