Oblicz pole i objetosc .
a)graniastosłupa prawidłowego czworokatnego
b)graniastołupa o podstawie trojkata prostokatnego
c)graniastosłupa prawidlowego dwunastokatnego
Wymiary do a i c to a=8cm H=25cm
Wymiary do b to a=8cm b=11cm H=25cm
Z gory dzieki pzdro;p
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a) P=2a^2+4aH=128+4*200=928 cm^2
V: a^2*H=64*25=1600 cm^3
b) P=2+aH+bH+cH
c=
P=88+200+275+25=563+25903,04 cm^2
V=ab/2*H=88/2*25=1100 cm^3
c) P=2[3a^2(2+]+12aH=2[3*64(2+]+12*8*25=2(384+192)+2400=768+2400+384=3168+384cm^2
V=Pp*H=(384+192)*25=9600+4800 cm^3
Pozdrawiam :D
a)
a = 8 cm
H = 25 cm
P = 2a^2 + 4a* H =2 *(8cm)^2 + 4 * 25cm = 128cm2 + 100cm2
P = 228cm2
=========
V = Pp * H
V = a^2 * = (8cm)2 * 25cm
V = 1600 cm3
===========
b)
a = 8cm
b = 11 cm
H = 25cm
c^2 = a^2 + b^2 = 8^2 + 11^2 = 185
c = V185 = 13,6cm
P = 2 *1/2 a* b + H(a+b+c)
P = 8cm *11cm + 25cm(8+11+13,6)cm =(88+815)cm2
P = 903 cm2
==========
V = Pp * H
V = 1/2 * a * b * H = 1/2 * 8cm * 11cm * 25cm
V = 1100 cm3
===========
c)
a = 8 cm
H = 25 cm
Wzór na pole dwunastokąta:
P = 3a^2(2+V3)
Pc = 2 *3a^2(2+V3) +12a *H = 2 *3 *(8cm)^2*(2+V 3) +12 * 8cm * 25cm =
= 384(2+V3)cm2 + 2400cm2 = (768+384V3+2400 = (3168+384V3)cm2
Pc = 32(99+12V3)cm2
==================
V = Pp * H
V = 3a^2(2+V3) * H = 3 *(8cm)^2 *3+V3) * 25cm
V = 4800(2+V3) cm3
=================