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Find height of cuboid whose base area 25cm and volume 275cm?
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Find height of cuboid whose base area 25cm and volume 275cm?
Understanding the Problem
To find the height of a cuboid, we need to use the relationship between its volume, base area, and height. The formula for the volume (V) of a cuboid is given by:
V = Base Area × Height
Given:
- Volume (V) = 275 cm³
- Base Area = 25 cm²
Calculating the Height
To find the height (H), we can rearrange the formula:
H = V / Base Area
Now, substituting the given values:
- H = 275 cm³ / 25 cm²
Performing the Calculation
- H = 11 cm
Thus, the height of the cuboid is 11 cm.
Conclusion
- The height of the cuboid is 11 cm.
To summarize:
- Volume of cuboid: 275 cm³
- Base area: 25 cm²
- Height formula: H = V / Base Area
- Height calculated: H = 11 cm
This concise approach helps understand how to find the height of a cuboid using its volume and base area efficiently.
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Find height of cuboid whose base area 25cm and volume 275cm?
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