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Q: What shape has an area of 16cm2?
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Related questions

What is the area of a 4 centimeter square?

16cm2


What is the area of a 4 by 4 square?

if you mean 4cm by 4cm square, then the area is 16cm2


The area of a square of length 4cm?

A square with a side length of 4cm has an area of 16cm2


Can you find a square and a rectangle with the same area?

Yes. For example you could have a square with 4 equal sides of 4cm (so an area of 16cm2 ) And a rectangle of length 8cm, and width 2cm (Also 16cm2) Hope this helps!


What is the length of a prism if the volume is 208cm and the area of one end is 16cm2?

13 cm


What is the Linear Dimension for a square with 16cm2?

The area of a square is 16 cm2 What are the linear dimensions


16cm2 with 4?

3000000000000000000000


What is the perimeter of a square with an area of 16?

The area of a square is given by the formula area = width × height. But since the width and height of a square are, by definition, the same, the formula is usually written asarea = s2To determine the length of a side given the area we just have to reverse the formula:s = √areas = √16cm2 = 4cmGiven that the length of each side of a square is the same all we need to do now is multiply the length of a side by the number of sides4cm x 4 = 16cmThe perimeter of a square with an area of 16cm2 is 16cm


How much carpet do you need for a 4 x 4 room?

16cm2


Is it possible that a square can have the same perimeter and area?

Yes (apart from units):If the side of a square is 4cm then itsperimeter is 4cm + 4cm + 4cm + 4cm = 4 x 4cm = 16cm;area is 4cm x 4cm = 16cm2


How do you find the area of a shape with a shape inside of it?

You would find the area of the inside and outside shape (pretending that the inside shape was not in the outside shape). then, you would take the area of the outside shape and subtract the area of the inside shape.


Is the word 'area of a shape' a noun?

In the phrase 'area of a shape', both area and shape are nouns. In your mind, add 'the', it helps to show that they are nouns: 'the area of the shape'.