Question

Snails travel at a rate of approximately 0.013 meters per second. Assuming this snail has an incredible sense of direction and stamina, how long will it take a snail to make the same journey? That is, change 1171.1 miles into hours of snail travel. USE DIMENSIONAL ANALYSIS TO MAKE YOUR CALCULATION! Include units at each step.

Answer 1

It will take the snail 40,271.33 hours (time) to travel 1,171.1 miles (distance) at 0.013 meters per second (speed).

How are the hours determined?

The hours that it will take the snail to travel the distance is determined by first converting the miles into meters at 1 mile = 1,609.34 meters.

The speed per second is also converted into speed her hour.

The conversions use the mathematical operations of division and multiplication.

Time = distance/speed.

Data and Calculations:

Total distance in miles = 1,171.1 miles

Total distance in meters = 1,884,698.07 meters (1,171.1 x 1609.34)

Speed = 0.013 meters per second

Speed in hours = 46.8 meters per hour (0.013 x 60 x 60)

The number of hours to cover the distance = Total Distance/Speed

= 40,271.33 hours (1,884,698.07/46.8)

Thus, it will take the snail 40,271.33 hours to cover a distance of 1,171.1 miles at a speed of 0.013 meters per second.

Learn more distance, time, and speed at brainly.com/question/26046491

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