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A square is a regular polygon because it has 4 equal sides and 4 equal angles

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6y ago
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6y ago

It is a unit centimetre square.

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Q: What is a square with 1cm sides is a?
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Related questions

What is a square with 1cm sides called?

It is a unit centimetre square.


What is the surface area of 1cm cube?

A cube has 6 sides, therefore a 1cm cube has a total surface area of 6 square centimeters.


How do you convert square cm to square mm?

we know by definition that 10mm = 1cm if we square both sides we get 100mm2 = 1cm2 so if you have an area given in square millimeters, divide by 100 to get the are in square centimeters.


Is what the surface area of the cube?

A cube has 6 sides, therefore a 1cm cube has a total surface area of 6 square centimeters.


How many squares 1cm by 1cm can fit in a square 2.8cm by 2.8cm?

4 - without cutting the 1cm x 1cm squares.


What is the length of the diagonal of a square whose sides are 1cm?

Using Pythagoras's theorem, you will find that the diagonal is sqrt(2) = 1.4142 cm (approx),


How do you convert 81.9 cm2 to square meters?

1cm=0.01m (1cm)²=(0.01m)² 1cm²=(0.01)²m²=0.0001m² 81.9cm²=0.00819m²


What is the surface are of a cube if its side are 1cm x 1cm x 6cm?

A cube cannot have sides with different lengths.


How many square units are in a office of 13 units by 9?

13 x 9 = 117 square units.If a single square unit was 1cm x 1cm, then the answer to your question would be 117cm2


How much is 1 cubic centimeter?

It's the same volume as a cube with all sides 1cm long. 1cm^3 = 1 milliliter


What is the cubic dimensions to surface area in 1cm x 1cm x 1cm?

Think about this as a dice. The dice is 1cm x 1cm x 1cm. The volume of the dice is 1 x 1 x 1. The sides of the dice are 1x1 How many sides on a cube? 6 x 1 x 1 = 6cm Surface area = 6cm Then make that into a ratio, sorry I forgot that part of the question: surface area is 6 Volume is 1 so 6:1


How many inches 1 cm square?

1in = 2.54cm (exactly) ⇒ 1cm = 1 ÷ 2.54 in ~= 0.394in 1cm2 = 1cm x 1cm ~= 0.394 in x 0.394 in ~= 0.155in2