Answer:
150 cm squares
Explanation:
Let us see the formula for surface area of a rectangular prism
SA = bh+2ls+lb
where l is length = 7 cm
b is the base = 8 cm
h is the height = 3 cm
s is the slant height =




now replacing these values in formula we get
SA = 8*3+2*7*5+7*8
SA=24+70+56
SA=80+70
SA=150
Hence the surface area of the wrapper will be 150 Cm squares