Pregunta
Complete the following question:
The concrete path is poured at a depth of 10 cm . Using the area calculation above calculate
the volume of the concrete path.
A bag of concrete mix is 20 L of concrete, how many bags of concrete mix does Pete need to
order?
The concrete path is poured at a depth of 10 cm . Using the area calculation above calculate
the volume of the concrete path.
A bag of concrete mix is 20 L of concrete, how many bags of concrete mix does Pete need to
order?
Ask by Huang Reyes. in Australia
Mar 30,2025
Solución de inteligencia artificial de Upstudy
Respuesta verificada por el tutor
Responder
Pete needs to order 5 times the area of the concrete path in square meters.
Solución
-
Convert the depth from centimeters to meters. Sincethe depth of the concrete is
. -
Let the area of the concrete path (calculated in the previous part) be
-
The volume
of the concrete path is given by multiplying the area by the depth: Thus, the volume is -
Each bag of concrete mix contains
. To work in consistent units, note that so every 20‐L bag contains -
The number of bags required is the total volume divided by the volume per bag:
-
Therefore, Pete needs to orderwhere
is the area (in ) of the concrete path calculated earlier. Since bags can only be ordered in whole numbers, the final result should be rounded up if necessary.
Respondido por UpStudy AI y revisado por un tutor profesional
Como
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Mind Expander
To calculate the volume of the concrete path, you first need to determine the area of the path in square meters (m²) and then multiply it by the depth (in meters). For a depth of 10 cm, that converts to 0.1 m. So, Volume = Area × Depth. Convert the volume to liters (1 m³ = 1000 L) to find out how many bags of concrete mix are needed. If the calculated volume is V liters, you would divide V by 20 to get the number of bags required. Don’t forget to round up to ensure Pete has enough concrete!
Now, if Pete’s path is 10 m long and 2 m wide, the area would be 20 m². Therefore, the volume of concrete needed would be 20 m² × 0.1 m = 2 m³, converting that to liters gives 2 m³ × 1000 L/m³ = 2000 L. Dividing 2000 L by 20 L/bag means he needs to order 100 bags of concrete mix. Happy pouring, Pete!

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