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Find the height of circular whose volume is 1.54 metres cube and diameter of base is 140 CM?
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Find the height of circular whose volume is 1.54 metres cube and diame...
Understanding the Problem
To find the height of a circular cylinder when given its volume and the diameter of its base, we can use the formula for the volume of a cylinder:
Volume (V) = π * r² * h
Where:
- V is the volume
- r is the radius of the base
- h is the height
Given Data
- Volume (V) = 1.54 cubic meters
- Diameter of the base = 140 cm
Convert Measurements
- Convert diameter to radius:
- Radius (r) = Diameter / 2 = 140 cm / 2 = 70 cm
- Convert radius to meters:
- r = 70 cm = 0.70 meters
Calculate the Height
1. Rearrange the volume formula to find height (h):
- h = V / (π * r²)
2. Substitute the known values:
- h = 1.54 / (π * (0.70)²)
3. Calculate:
- h = 1.54 / (π * 0.49)
- h = 1.54 / (1.53996) [using π ≈ 3.14]
4. Final Calculation:
- h ≈ 1.00 meters
Conclusion
The height of the circular cylinder is approximately:
- 1.00 meters
This calculated height will help understand how tall the cylinder is when filled with a volume of 1.54 cubic meters.
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Find the height of circular whose volume is 1.54 metres cube and diame...
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