zad. 3 i 4 w załączniku dotyczące wielokątów.
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zad.3 zad4
p=½(a+b)×h p=½(5+5)x3
p=½(6+6)×3 p=15
p=6×3 p=½(5+3)x4
p=18 p=16
pc=31
p=½(a+b)×h
p=½(6+8)x2
p=7x2 p=½7x3
p=14 p=10,5
p=½(7+4)x2
p=½axh p=11
p=½8x3 pc=21.5
p=12
pc-pole cakowite
pc=12+14+18 p=½2x3
pc=44 p=3
p=3x4
2 sposob p=12
p=a×b p=2x2
p=10x8 p=4
p=80 pc=12+4
pc=16
p=½axh
p=½4x3
p=6 p=½7+4x3
p=16,5
p=½5x6 p=½3+5x3
p=15 p=12
pc=18,5
p=½2x3
p=3
p=½(4+2)x2
p=½4x2 p=6
p=4 p=½(2+2)x2
p=4
p=½(a+b)xh p=½(4+5)x1
p=½(4+5)x2 p=4,5
p=9 p=½5x3
p=7.5
pc=80-36 pc=22
pc=44
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zad.3 zad4
p=½(a+b)×h p=½(5+5)x3
p=½(6+6)×3 p=15
p=6×3 p=½(5+3)x4
p=18 p=16
pc=31
p=½(a+b)×h
p=½(6+8)x2
p=7x2 p=½7x3
p=14 p=10,5
p=½(7+4)x2
p=½axh p=11
p=½8x3 pc=21.5
p=12
pc-pole cakowite
pc=12+14+18 p=½2x3
pc=44 p=3
p=3x4
2 sposob p=12
p=a×b p=2x2
p=10x8 p=4
p=80 pc=12+4
pc=16
p=½axh
p=½4x3
p=6 p=½7+4x3
p=16,5
p=½5x6 p=½3+5x3
p=15 p=12
pc=18,5
p=½2x3
p=3
p=½(4+2)x2
p=½4x2 p=6
p=4 p=½(2+2)x2
p=4
p=½(a+b)xh p=½(4+5)x1
p=½(4+5)x2 p=4,5
p=9 p=½5x3
p=7.5
pc=80-36 pc=22
pc=44