aniyahhoward19
Answered

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Ezequiel walks from the park to home. after minutes, he is 100 meters from home and after 10 minutes he is 80 meters from home. Assume that Ezequiel is walking at a constant speed. (b) Determine how far it is between the park and Ezequiel's home. (c) Determine how long it takes Ezequiel to get home from the park.

Sagot :

rodrick9

Answer:

50 minutes

Step-by-step explanation:

divide 20 into 100 to get the answer

jayilych4real

The distance between the park and Ezequiel's home is 145.2m

The time taken for Ezequiel to get home is 22 minutes.

Calculations and Parameters:

Given:

t= 7 minutes

Every 3 minutes, he moves 20 meters more,

To find the number of minutes until he gets home,

80/20 x 3

= 12 minutes.

Add this to the minutes already walked,

12 + 10= 22 minutes.

We subtract the minutes walked which is 10-7= 3 minutes.

We convert it to seconds= 3 x 60= 180 seconds.

Hence, the speed is:

Distance/Time

= 20/180

= 0.11 m/s

Therefore, the distance between the park and home is:

Time x Speed

= (22 * 60) x 0.11

= 145.2m

Read more about speed and distance here:

https://brainly.com/question/4931057

#SPJ2

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