Find the surface area of the following figure if it is folded along the dotted lines.(All the measurements are in cm).
215 cm2
Surface area of the figure = sum of areas of (I + II + III + IV + V)
= (15×3.5) + (5×3.5) + (15×3.5) + (5×3.5) + (15×5)
= 215 cm2
Alternate solution
Upon folding we get a cuboid excluding one of the top or bottom faces
Therefore surface area = 2(lb+ bh + lh) – lb = lb + 2h(l+b)
= (15×5) + 7(20) = 215cm2