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AB=60 m;DF=77 m;AD=25m; BF=26mwe calculate the CF:
CF=DF-CD=77-60=17 m
For ABCF, we calculate the perimeter of triangle
P=BC+BF+CF=25+26+17=68 m
we calculate the semiperimeter of the triangle:
p=P/2=68/2=34 m we use the formula of Heron:
At=vpx(p-BC)x(p-BF)x(p-CF); = 34(34-25)(34-26)(34-17) =v34*9*8*17=141616= 204 m2 we calculate the height of triangle:
BE=2At:CF=(2x204):17=408:17=24 m
we calculate the area of Trapezium
A =[(AB+DF) BE):2=[(60+77)x24=(137x24)2=3288:
2=1644 m2
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