Lateral and Total Surface Area of a Prism

Q.

Total surface area of the following prism is

1. $48m^2+56\sqrt{2}{m}^2$
2. $64+48\sqrt{2}{m}^2$
3. $256+96\sqrt{2}{m}^2$
4. $256+48\sqrt{2}{m}^2$

Q. Match the following, where
$s$ = side of a square, $l$ = length, $w$ = width, $h$ = height

1. $l\times w\times h$
2. $s^3$
3. $s^2$
4. $l\times w$

Q. What will be the total surface area and lateral surface area of the prism formed on folding this net?

1. Total Surface Area $=121$ cm${}^2$
   Lateral Surface Area $=173.5$ cm${}^2$
2. Total Surface Area $=121$ cm${}^2$
   Lateral Surface Area $=133.5$ cm${}^2$
3. Total Surface Area $=173.5$ cm${}^2$
   Lateral Surface Area $=121$ cm${}^2$
4. Total Surface Area $=131$ cm${}^2$
   Lateral Surface Area $=173.5$ cm${}^2$

Q. $\text{The volume of a rectangular prism of base 4 m by 3 m is 60 m}{}^3\text{.}$
$\text{What will be the difference of its total surface area and lateral surface area?}$
$m^2$

Q.

Which of the given shapes could be a net for a cuboid ?

Q. Lateral Surface area of Rectangular Prism is the sum of all the triangular walls around.

1. True
2. False

Q. What will be the lateral surface area of a triangular prism having an equilateral triangle with side $5$ cm as base and a height of $8$ cm?

Q. A net is a

1. 3-D representation
2. Triangular Prism
3. Rectangular Prism