307.

Poikkileikkauskuvio:

27.5cm

20.0cm

24.7cm

x

Täydennetään kartioksi ja ratkaistaan x.
Δ ACB∼ΔDCE, koska ∢C on yhteinen ja ∢B=∢DEC
(samankohtaiset kulmat ja AB∥DE)

Lasketaan katkaistun kartion tilavuus poistomenetelmällä:
ison kartion tilavuus - pienen kartion tilavuus (3-4).
r_1=27.5/2=13.75(cm) , h_1=65.87+24.7 (cm)
r_2=20/2=10(cm), h_2= 65.87 (cm)

Muutetaan tilavuus litroiksi:
V=11033.68cm^3=11.0dm^3=11.0l

V: 11.0l

TAI MAOL s.27 (Kaava katkaistun 
ympyräkartion tilavuudelle)

A = (0, 4)
B = (4, 4)
C = (2, 0)
D = (1, 2)
E = (3, 2)
kuvio1, a, d, e, b = Polygon(A, D, E, B)
f = Segment(D, C)
g = Segment(C, E)
F = Point(b)
G = Point(d)
h = Segment(F, G)
i = Segment(G, C)
vahvuus1 = PolyLine((-2.0800000000000005, -5.519999999999989), (NaN, NaN), (-2.0800000000000005, -5.519999999999989), (-2.1600000000000006, -5.519999999999989), (-2.2600000000000002, -5.519999999999989), (-2.3400000000000003, -5.519999999999989), (-2.4600000000000004, -5.519999999999989), (-2.5400000000000005, -5.519999999999989), (-2.6200000000000006, -5.519999999999989), (-2.6800000000000006, -5.539999999999989), (-2.7600000000000007, -5.539999999999989), (-2.8600000000000008, -5.539999999999989), (-2.9400000000000004, -5.539999999999989), (-2.9800000000000004, -5.479999999999989), (-3.0400000000000005, -5.419999999999989), (-3.1000000000000005, -5.35999999999999), (-3.1200000000000006, -5.299999999999989), (-3.1400000000000006, -5.2399999999999896), (-3.1600000000000006, -5.17999999999999), (-3.1800000000000006, -5.11999999999999), (-3.1800000000000006, -5.03999999999999), (-3.2000000000000006, -4.979999999999991), (-3.2000000000000006, -4.899999999999991), (-3.1800000000000006, -4.799999999999991), (-3.1400000000000006, -4.739999999999991), (-3.0800000000000005, -4.679999999999991), (-3.0200000000000005, -4.659999999999991), (-2.9600000000000004, -4.619999999999991), (-2.9000000000000004, -4.599999999999992), (-2.8400000000000007, -4.559999999999992), (-2.7600000000000007, -4.559999999999992), (-2.6800000000000006, -4.559999999999992), (-2.6000000000000005, -4.559999999999992), (-2.5200000000000005, -4.559999999999992), (-2.4400000000000004, -4.559999999999992), (-2.3600000000000003, -4.559999999999992), (-2.3000000000000003, -4.579999999999991), (-2.24, -4.599999999999992), (-2.1800000000000006, -4.619999999999991), (-2.1200000000000006, -4.639999999999991), (-2.0600000000000005, -4.699999999999991), (-1.9800000000000004, -4.739999999999991), (-1.9200000000000004, -4.759999999999991), (-1.8600000000000003, -4.8199999999999905), (-1.8000000000000003, -4.879999999999991), (-1.7600000000000002, -4.939999999999991), (-1.7400000000000004, -4.99999999999999), (-1.7400000000000004, -5.07999999999999), (-1.7400000000000004, -5.1599999999999895), (-1.7800000000000002, -5.21999999999999), (-1.8200000000000003, -5.27999999999999), (-1.8800000000000003, -5.31999999999999), (-1.9400000000000004, -5.379999999999989), (-2.0000000000000004, -5.419999999999989), (-2.0600000000000005, -5.459999999999989), (-2.0800000000000005, -5.519999999999989), true)