Oblicz pole powierzchni całkowitej stożka , którego obwód podstawy wynosi 62,8 cm , a jego wysokość - 15 cm. przyjmuj , że pi =3,14
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Pc = Pb + Pp
Pc = πr^2 + π rl
2π r = 62.8
π r = 31.4
r = 10
10^2 + 15^2 = l^2
100 + 225 = l^2
l^2 = 325
l = 5 pierwiastkow z 13
Pc = πr^2 + π rl
Pc = 3.14 * 100 + 31.4 * l
Pc = 314 + 31.4 * 5 pierwiastkow z 13
Pc = 314 + 157pierwiastkow z 13 cm^2
= 3,14
L = 2r
62,8= 2* 3,14 * r
62,8 = 6,28 * r |: 6,28
10 = r
h = 15cm
r = 10cm
l = ?
225 + 100 = l^{2}[/tex]
325 = l^{2}[/tex]
l =
Pc = =
Pc = 240 = 240 * 3,14 = 753,6 cm^2