Question:
The capacity of a dump truck is listed by the manufacturer as 10 yd^3. A construction site requires the removal of 200 m^3 of dirt, and the contractor has three identical trucks. How many trips will each need to make?
Answer:
7 trips
Explanation:
Given



Required
Determine the number of trips of each truck
Divide the volume of dirts by 4 to get the portion of each truck


Divide the portion of each truck by capacity of each truck to get the number of trip

Convert m^3 to yd^3




Approximate:
