Starting At Home, Michael Traveled Uphill To The Gift Store For 24 Minutes At Just 10 Mph. He Then Traveled Back Home Along The Same Path Downhill At

Starting at home, Michael traveled uphill to the gift store for 24 minutes at just 10 mph. He then traveled back home along the same path downhill at a speed of 30 mph.

 

Answer:

Michael traveled the same path downhill at 8 minutes.

Step-by-step explanation:

Michael traveled the same path to and from the gift store.

Same path = same distance

Formula:

Distance = Rate × Time

Distance traveled uphill = 24 minutes × 10 m/60 minutes

Distance = 4 m.

To solve how long Michael traveled downhill:

Distance = 4 m

Rate = 30 m/hr or 30m/60 minutes

Time = Unknown

Solution:

Distance = Rate × Time

4 m = (30 m/60 minutes) × Time

4 m = (1/2 m/minutes) × Time

(4 m) (2 minutes/m) = Time

Time = 8 minutes

Michael traveled the same path downhill at 8 minutes.

Note: Traveling uphill takes more time than traveling the same path downhill.


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