SUMMARY
The discussion focuses on calculating the weight of a hollow cylindrical copper pipe with a length of 1.5m, an outside diameter of 35cm, and an inside diameter of 2.5cm. Participants clarify that to find the volume, one must calculate the volume of the outer cylinder and subtract the volume of the inner cylinder. The relevant equations include the density of copper (ρ = 8.9E3 kg/m³) and the weight formula (w = Mg). The correct approach involves converting diameters to meters and applying the volume formula for cylinders: V = πr²h.
PREREQUISITES
- Understanding of the volume formula for cylinders (V = πr²h).
- Knowledge of density and its application in weight calculations (ρ = M/V).
- Ability to perform unit conversions (cm to m).
- Familiarity with basic geometry concepts related to hollow shapes.
NEXT STEPS
- Learn how to calculate the volume of composite shapes, specifically hollow cylinders.
- Study the principles of density and its role in mass and weight calculations.
- Explore unit conversion techniques between metric units.
- Investigate the properties of copper and its applications in engineering.
USEFUL FOR
Students studying physics or engineering, particularly those focusing on material properties and geometric calculations. This discussion is also beneficial for anyone involved in practical applications of density and weight calculations in manufacturing or construction.