Answer
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Base Circumference = 10π or 31.4159
V = 83.333333333333π or 261.7994
Curved Surface Area = 50π or 157.0796
Base Surface Area = 25π or 78.5398
Total Surface Area = 75π or 235.6194
V = 83.333333333333π or 261.7994
Curved Surface Area = 50π or 157.0796
Base Surface Area = 25π or 78.5398
Total Surface Area = 75π or 235.6194
↓Steps Explained:↓
An hemisphere has a radius (r) of 5
Calculate the Base Circumference, Volume
Calculatethe Curved Surface Area, Base Surface. Total Surface Area
Calculate Base Circumference:
Base Circumference = 2πr
Base Circumference = 2π(5)
Base Circumference = 10π or 31.4159
Calculate Volume (V):
| V = | 2πr3 |
| 3 |
| V = | 2π(53) |
| 3 |
| V = | 2π(125) |
| 3 |
| V = | 250π |
| 3 |
V = 83.333333333333π or 261.7994
Calculate Curved Surface Area:
Curved Surface Area = 2πr2
Curved Surface Area = 2π(52)
Curved Surface Area = 2π(25)
Curved Surface Area = 50π or 157.0796
Calculate Base Surface Area:
Base Surface Area = πr2
Base Surface Area = π(52)
Base Surface Area = π(25)
Base Surface Area = 25π or 78.5398
Calculate Total Surface Area:
Total Surface Area = Curved Surface Area + Base Surface Area
Total Surface Area = 50π + 25π
Total Surface Area = 75π or 235.6194
Final Answers:
Base Circumference = 10π or 31.4159V = 83.333333333333π or 261.7994
Curved Surface Area = 50π or 157.0796
Base Surface Area = 25π or 78.5398
Total Surface Area = 75π or 235.6194
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Related Calculators: Circles | Torus | Spheres