Question:
A car that travels 20 miles in 1/2 hour at constant speed is traveling at the same speed as a car that travels 30 miles in 3/4 hour at constant speed. Explain
Answer:
Both the car travels at the same speed of 40 miles per hour .
Explanation:
Given:
car 1 :
Distance travel car 1 travels =20 miles
Time taken = 1/2 hour
car 2 :
Distance travel car 1 travels =30 miles
Time taken = 3/4 hour
Solution:
Let the speed at which car 1 travels be x
Let the speed at which car 2 travels be y
Finding the speed of car 1 :
Speed of car 1,

=>

=>

=>x = 40 miles per hour
Finding the speed of car 2 :
Speed of car 2,

=>

=>

=>

=>x = 40 miles per hour