Question

Who walks at a faster rate: someone who walks 60 feet in 10 seconds or someone who takes 5 seconds to walk 25 feet?

Answer 1

In order to find the rate, you must see how many feet the people can walk per one second. Person A: 60 ft in 10 sec, so 60/10= 6 so 6 ft per 1 second. Person B: 25 feet per 5 seconds, so 25/5= 5, or 5 ft per 1 second. So person B would be faster.

Answer 2

the rate of speed of person 1 who walks 60 feet in 10 seconds is greater than the rate of speed of person 2 who walks 25 feet in 5 seconds and this can be determined by using the rate of speed formula.

Given :

• Person 1 walks 60 feet in 10 seconds.
• Person 2 walks 25 feet in 5 seconds.

The rate of speed is the ratio of the distance to the time. The rate of speed is given by the formula:

$\rm Rate \; of \; Speed = \dfrac{Distance}{Time}$

When a person 1 walks 60 feet in 10 seconds then the rate of speed of that person will be:

$\rm Rate \; of \; Speed = \dfrac{60}{10} = 6\; ft/sec$

When a person 2 walks 25 feet in 5 seconds then the rate of speed of that person will be:

$\rm Rate \; of \; Speed = \dfrac{25}{5} = 5\; ft/sec$

Therefore, the rate of speed of person 1 is greater than the rate of speed of person 2.

For more information, refer to the link given below:

https://brainly.com/question/24041411