Two layers of matchboxes are arranged as shown below until a cuboid with 56 matchboxes in total is made. What will be the volume of the cuboid formed if each match box is of volume 100 cu. cm,?

Q. A cuboid is formed using matchboxes as shown.

If all these match boxes are placed in a straight line as shown below what will be the total length? Each match box is 10cm long.

Q. Tanu is making a stage with matchboxes.
She first puts 14 matchboxes like this in the first layer.
She makes 4 such layers and her stage looks like this.
• She used ________ matchboxes to make this stage.
• The volume of one matchbox is the same as 10 cm cubes.
Then the volume of this stage is same as ________ cm cubes.
• If all these cubes are arranged in a line, how long will that line be? _________ cm.
• Which has more volume — your Math-Magic book or Tanu's platform?
With your friends, collect many empty matchboxes of the same size. Measure the sides and write here.



• Use 56 matchboxes to make platforms of different heights. Fill this table.

	How high is it?	How long is it?	How wide is it?
Platform 1
Platform 2
Platform 3

The volume of each platform is equal to __________ matchboxes.

Q. Mohan arranged his matchboxes like this.
• How many matchboxes did he use to make it? What is its volume in matchboxes? ________ matchboxes.
• Collect empty matchboxes. Arrange them in an interesting way. Make a deep drawing of it.

Q. Sussi made a matchbox which measures 3 cm $\times$ 2 cm $\times$ 5 cm. What will be the volume of a packet containing 10 such boxes?

Q.

$\text{A matchbox measures}4cm\times 2.5cm,\text{What is the volume of a packet containig 12 such matchboxes?}$