The answer is C as the net of a cube.Further explanationWe 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:Indicate a number in each square.Make square-1 the bottom.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.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.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.Learn moreWhat is the volume of a cuboid? out the area of a cube an expression represents the height of the pyramid?