Na kuli o objętości 2304 pi cm3 opisano walec oblicz pole powierzchni całkowitej i objętość walca
V = 2304π cm³ V = 4/3 * π * r³ 2304π cm³ = 4/3 * π * r³ 2304 cm³ = 4/3 r³ 576 cm³ = 1/3 r³ 1728 cm³ = r³ r = ∛1728cm³ =
r = ∛8 * ∛216 cm =
r = ∛8 * ∛8 * ∛27 cm =
r = 2 * 2 * 3 cm = 12 cm
Pp = πr² Pp = π12² = 144π cm² l = 2πr l = 2π12 = 24πcm
Pb = H * l Pb = 24 cm * 24πcm =
Pb = 576π cm² Pc = 2Pp + Pb Pc = 2 * 144π + 576π =
Pc = 288π + 576π = 864πcm² V = Pp * H V = 144π cm² * 24cm =
V = 3456π cm³
Pozdrawiam! :D
" Life is not a problem to be solved but a reality to be experienced! "
© Copyright 2013 - 2024 KUDO.TIPS - All rights reserved.
V = 2304π cm³
V = 4/3 * π * r³
2304π cm³ = 4/3 * π * r³
2304 cm³ = 4/3 r³
576 cm³ = 1/3 r³
1728 cm³ = r³
r = ∛1728cm³ =
r = ∛8 * ∛216 cm =
r = ∛8 * ∛8 * ∛27 cm =
r = 2 * 2 * 3 cm = 12 cm
Pp = πr²
Pp = π12² = 144π cm²
l = 2πr
l = 2π12 = 24πcm
Pb = H * l
Pb = 24 cm * 24πcm =
Pb = 576π cm²
Pc = 2Pp + Pb
Pc = 2 * 144π + 576π =
Pc = 288π + 576π = 864πcm²
V = Pp * H
V = 144π cm² * 24cm =
V = 3456π cm³
Pozdrawiam! :D