Question

Johnathan (m=70 [kg]) is going to a Halloween Party at his cousin's house to meet some friends and chill.

He jogs all the way to the party, in his Halloween costume (He's dressed as a Baby Yoda), at a rate of 2
[m/s]. His home is a mile and a half north from their cousin's house. (1 mile = 1609 meters) (Make sure to
convert everything to Kilograms, meters and seconds if you need to solve a problem.)

Answer 1

Johnathan's home is 2413.5 meters north of his cousin's house. It takes Johnathan approximately 1206.75 seconds to jog from his home to the party.

Step-by-step explanation:

To convert the distance from miles to meters, we multiply by the conversion factor 1609 meters per mile. So, 1.5 miles * 1609 meters/mile = 2413.5 meters. Therefore, Johnathan's home is 2413.5 meters north of his cousin's house.

To calculate the time it takes for Johnathan to jog from his home to the party, we divide the distance by the rate. So, 2413.5 meters / 2 m/s = 1206.75 seconds. Therefore, it takes Johnathan approximately 1206.75 seconds to jog from his home to the party.