Jeni is painting a flattened shoebox for a school project. The shoebox measures 72.5 cm x 47.5 cm x 104 cm. What is one area that would be identified on the box’s net?
well thats not at all confusing (sarcasm)
One area that would be identified on the box's net is the bottom panel, which measures 72.5 cm x 47.5 cm.
To find one area that would be identified on the box's net, we need to understand what a net is. A net is a two-dimensional representation of a three-dimensional object that, when cut and folded, can be assembled to form the object.
In the case of a shoebox, its net would consist of six rectangles representing each face of the box. To find one area that would be identified on the box's net, we can determine the area of one of these rectangles.
Let's assume we are looking for the area of the front face of the shoebox. The front face is a rectangle with dimensions 72.5 cm (width) and 47.5 cm (height).
To find the area, multiply the width by the height:
Area = length x width
Area = 72.5 cm x 47.5 cm
Area = 3443.75 cm²
So, one area that would be identified on the box's net is 3443.75 cm², which represents the front face of the shoebox.
To identify an area on the shoebox's net, we first need to understand what a "net" is when referring to 3D shapes. A net is a 2-dimensional representation of a 3-dimensional object, where the faces of the object are unfolded to form a flat shape.
In this case, the shoebox has three dimensions: length (72.5 cm), width (47.5 cm), and height (104 cm). To construct the net, we need to visualize these dimensions and how they relate to the faces of the box.
Based on the given dimensions, the shoebox's net will consist of six faces: a top face, a bottom face, two side faces, and two end faces.
To determine the dimensions of each face, we need to look at the corresponding dimensions of the box. The top and bottom faces will have the same length (72.5 cm) and width (47.5 cm). The two side faces will have the height (104 cm) as their length and the width (47.5 cm) as their height. Finally, the two end faces will have the length (72.5 cm) as their length and the height (104 cm) as their height.
Therefore, one area that would be identified on the box's net is the area of any of these faces. For example, you can choose the area of the top face, which would be 72.5 cm x 47.5 cm = 3443.75 cm².