Question

choose which of these is the net of a cube​

Answer 1

The answer is C as the net of a cube.

Further explanation

We will select which of four options are the net of a cube.

Remember the net of a cube is composed of six squares.

The answer to this problem is C. Because of the four options, only C has six squares as a condition of a net of cubes.

Following comprises the steps to construct a cube from the net of C:

1. Indicate a number in each square.
2. Make square-1 the bottom.
3. Fold up the square-2 and square-3 together so that square-3 becomes the left side while square-2 becomes the top of the cube.
4. Fold up to square-4 and square-5. As follows square-4 as the back side while square-5 as the right side of the cube.
5. Finally, fold up the 6th square into the front side of the cube.

- - - - - - - - - -

Notes:

• A net represents a flat shape that will fold up to make a three dimensional object.  
• In our case, the net folds up to make a cube.  
• The net of a cube is composed of six squares.  
• One square is chosen to be the bottom as a reference to get started.  
• A net of a cube will be correct if each square is folded and does not meet with the others.  
• Undoubtedly the square which is the bottom will be overlooked with the top square.
• It is recommended that each square on the net be numbered so that it is clearly observed when folded.

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Answer 2

Out of the given nets, option C is the net of a cube.

What is the net of a cube?

A net of a cube is a two-dimensional shape that can be folded into a three-dimensional figure.

We know that the total number of faces in a cube is 6

So total faces required to make a net of the cube = 6

Options A, B, and D are having 5 faces so they cannot make a net.

So the correct option is option C and we can fold the net to make a cube.

Hence, Out of the given options, option C is the net of a cube.

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