Learn and Practice Free Volume and Surface Area Set 1 questions

Click below to Practice Free Volume and Surface Area Set 1 Questions


You can get answer of the below sample questions by going through the above Question sets.


The maximum length of a pencil that can he kept is a rectangular boxof dimensions 8 cm x 6 cmx 2 cm, is :


Option 1: 2v2 cm
Option 2: 2v26 cm
Option 3: 2v14 cm
Option 4: 10v2 cm
Option 5:


How many bags of grain can be stored in a cuboid granary12 mx 6 in x 5 m, if each bag occupies a space of 0.48 cu. metre?


Option 1: 75
Option 2: 480
Option 3: 750
Option 4: 288
Option 5:


The surface area of a cube is 600 cm². The length of its diagonal is:.


Option 1: 10/v3 cm
Option 2: 10v3 cm
Option 3: 10/v2 çm
Option 4: 10v2 cm
Option 5:


The ratio of the volume of a cube to that of a sphere which will fit insidethe cube is


Option 1: 4:p
Option 2: 6:p
Option 3: 4:3p
Option 4: 2:p
Option 5:


The number of small cubes with edge 10 cm that can be accomodated in a cubical box of 1 metre edge, is:


Option 1: 10
Option 2: 1000
Option 3: 100
Option 4: 10000
Option 5:


A beam 9 m long, 40 cm wide and 20 cm high is made up of iron which weighs 50 kg per cubic metre. The weight of the beam is.


Option 1: 56 kg
Option 2: 36 kg
Option 3: 48 kg
Option 4: 27 kg
Option 5:


The capacity of a tank of dimensions (8 m x 6 m x 2.5 m), is


Option 1: 120 litres
Option 2: 12000 litres
Option 3: 1200 litres
Option 4: 120000 litres
Option 5:


If each edge of a cube is doubled, then its volume:


Option 1: is doubled
Option 2: becomes 6 times
Option 3: becomes 4 times
Option 4: becomes 8 times
Option 5:


A rectangular box is 2 m long and 3.5 m wide. How many cubic metres of sand are needed to fill the box upto a depth of 12 cm ?


Option 1: 84
Option 2: 8.4
Option 3: 0.84
Option 4: 0.084
Option 5:


A wooden box of dimensions 8 m x 7 m x 6 m is to carry rectangularboxes of dimensions 8 cm x 7 cm x 6 cm. The maximum number ofboxes that can be carried in the wooden box, is :


Option 1: 9800000
Option 2: 1000000
Option 3: 7500000
Option 4: 1200000
Option 5:


if the length of diagonal of a cube is 4√3 cm, then its surface area is:


Option 1: 24
Option 2: 96
Option 3: 54
Option 4: 216
Option 5:

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