John bikes at a speed of 10 miles per hour. His friend Brian is slower, his biking speed is only
8 miles per hour.

Today the boys went for a 20 miles trip, each boy was biking at his usual speed. How long did John wait for Brian at the finish line?

PLZZZZZZZZ HELP QIUCK

Respuesta :

Answer:

John waited for Brain at the finish line for a half-hour. (or 30 minutes)

Step-by-step explanation:

The rule of the distance is D = s Γ— t, where

  • s is the speed to travel the distance D
  • t is the time taken to cover the distance D

Let us use this rule to solve the question

∡ John's speed = 10 miles/hour

∡ Brian's speed = 8 miles/hour

β†’ Slower speed takes more time

∡ The distance of the trip is 20 miles

∴ D = 20 miles

β†’ Find the time of each one, using the rule above

∡ D = s Γ— t

β†’ Find John's time

∴ 20 = 10 Γ— t

∴ 20 = 10t

β†’ Divide both sides by 10

∴ 2 = t

∴ John's time = 2 hours

β†’ Find Brian's time

∴ 20 = 8 Γ— t

∴ 20 = 8t

β†’ Divide both sides by 8

∴ 2.5 = t

∴ Brain's time = 2.5 hours

β†’ Subtract their times to find for how long John waited

∡ 2.5 h - 2 h = 0.5 h

∴ The difference between their times is 0.5 hour

∴ John waited for Brain at the finish line for a half-hour (or 30 minutes)

Answer:

1/2 hours

Step-by-step explanation: