Respuesta :
(50*90)+(50*90) = area of top and bottom of chocolate bar.
(90*(1/2))+(90*(1/2)) = area of long side of bar.
(50*(1/2))+(50*(1/2)) = area of wide side of bar
Total surface area needed = Area of top and bottom + area of long side + area of wide side
(90*(1/2))+(90*(1/2)) = area of long side of bar.
(50*(1/2))+(50*(1/2)) = area of wide side of bar
Total surface area needed = Area of top and bottom + area of long side + area of wide side
The surface area of a rectangular prism is:
A=2(xy+xz+yz), where x,y, and z are the dimensions of the prism. In this case:
A=2(50(3.5)+90(3.5)+50(90))
A=2(175+315+4500)
A=2(4990)
A=9980 mm^2
A=2(xy+xz+yz), where x,y, and z are the dimensions of the prism. In this case:
A=2(50(3.5)+90(3.5)+50(90))
A=2(175+315+4500)
A=2(4990)
A=9980 mm^2