Oblicz pole powierzchni całkowitej Pc i objętość V graniastosłupa prostego przedstawionego na rysunkach.
a ) Pp = a x h : 2
Pp = 20 x 15 : 2
Pp = 300 :2
Pp= 150
V = Pp x h
V = 150 x 15
V = 10
Pb1 = a x b
Pb1 = 20 x 15
Pb1= 300
Pb2 = 15 x 15
Pb = 225
Pc = 2 x Pp +2x Pb1 + Pb2
Pc = 300 + 600 + 225
Pc = 1125
b ) Pp = 12 x 10 : 2
Pp = 120 : 2
Pp = 60
V = 60 x 15
V = 900
Pb = 3 x 15 x 10
Pb = 450
Pc = 2 x 60 + 450
Pc = 120 + 450
Pc = 570
c ) Pp = 8 x 4,5
Pp = 36
V = 36 x 11
V = 396
Pb = 8 x 5 +2 x (4,5 x 11) + 11 x 8
Pb= 40 + 99 + 88
Pb = 227
Pc = 2 x 36 + 227
Pc = 229
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a ) Pp = a x h : 2
Pp = 20 x 15 : 2
Pp = 300 :2
Pp= 150
V = Pp x h
V = 150 x 15
V = 10
Pb1 = a x b
Pb1 = 20 x 15
Pb1= 300
Pb2 = 15 x 15
Pb = 225
Pc = 2 x Pp +2x Pb1 + Pb2
Pc = 300 + 600 + 225
Pc = 1125
b ) Pp = 12 x 10 : 2
Pp = 120 : 2
Pp = 60
V = 60 x 15
V = 900
Pb = 3 x 15 x 10
Pb = 450
Pc = 2 x 60 + 450
Pc = 120 + 450
Pc = 570
c ) Pp = 8 x 4,5
Pp = 36
V = 36 x 11
V = 396
Pb = 8 x 5 +2 x (4,5 x 11) + 11 x 8
Pb= 40 + 99 + 88
Pb = 227
Pc = 2 x 36 + 227
Pc = 229