Respuesta:
Explicación paso a paso:
6)
AT = π.30cm(50cm + 30cm)
AT = 30πcm(80cm)
AT = 2400πcm²
7)
h = [tex]\sqrt{50^{2}-30^{2}}[/tex]
h = [tex]\sqrt{2500-900}[/tex]
h = [tex]\sqrt{1600}[/tex]
h = 40cm
V = (π(30cm)².40cm)/3
V = (π.900cm².40cm)/3
V = 3600πcm³/3
V = 1200πcm³
8)
r = [tex]\sqrt{13^{2}-12^{2}}[/tex]
r = [tex]\sqrt{169-144}[/tex]
r = [tex]\sqrt{25}[/tex]
r = 5cm
AL = 5cm.π.13cm
AL = 65πcm²
9)
V = (π.(5cm)².12cm)/3
V = (π.25cm².12cm)/3
V = 300πcm³/3
V = 100πcm³
10)
AL = 3Ab
R.π.g = 3π.R²
g = (3π.R²)/R.π
g = 3R
g² = R² + h²
(3R)² = R² + h²
9R² - R² = h²
8R² = (4m)²
R² = 16m²/8
R² = 2m²
R = √2m²
V = (π.(√2m²)².4m)/3
V = (π.2m².4m)/3
V = 8π/3 m³
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Verified answer
Respuesta:
Explicación paso a paso:
6)
AT = π.30cm(50cm + 30cm)
AT = 30πcm(80cm)
AT = 2400πcm²
7)
h = [tex]\sqrt{50^{2}-30^{2}}[/tex]
h = [tex]\sqrt{2500-900}[/tex]
h = [tex]\sqrt{1600}[/tex]
h = 40cm
V = (π(30cm)².40cm)/3
V = (π.900cm².40cm)/3
V = 3600πcm³/3
V = 1200πcm³
8)
r = [tex]\sqrt{13^{2}-12^{2}}[/tex]
r = [tex]\sqrt{169-144}[/tex]
r = [tex]\sqrt{25}[/tex]
r = 5cm
AL = 5cm.π.13cm
AL = 65πcm²
9)
V = (π.(5cm)².12cm)/3
V = (π.25cm².12cm)/3
V = 300πcm³/3
V = 100πcm³
10)
AL = 3Ab
R.π.g = 3π.R²
g = (3π.R²)/R.π
g = 3R
g² = R² + h²
(3R)² = R² + h²
9R² - R² = h²
8R² = (4m)²
R² = 16m²/8
R² = 2m²
R = √2m²
V = (π.(√2m²)².4m)/3
V = (π.2m².4m)/3
V = 8π/3 m³