Question

From the four corners of a square piece of paper of side 12 centimetres, small squares of side 1 centimetre are cut off. The edges of this are bent up and joined to forma container of height 1 centimetre. What is the capacity of the container! lf squares of side 2 centimetres are cut off, what would be the capacity?​

Answer 1

Answer:

Given that,

a=2  cm.

Dimensions of container are,

Length =12−2−2=8 cm

Breadth =12−2−2=8 cm

Height =a=2 cm

Capacity of the container =lbh=8×8×2=128 cm

3

 

Step-by-step explanation:

Answer 2

Answer:

Given that,

a=2 cm.

Dimensions of container are,

Length =12−2−2=8 cm

Length =12−2−2=8 cmBreadth =12−2−2=8 cm

Length =12−2−2=8 cmBreadth =12−2−2=8 cmHeight =a=2 cm

Capacity of the container =lbh=8×8×2=128 cm