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all of the
12. Higher Order Thinking If the top of a
pencil
box is 8 inches by 3 inches
and the
side is 3 inches by 2 inches, can you find
the dimensions of the front of the box?
Explain.
PENCILS

Sagot :

GinnyAnswer
Sure! Let's break down the problem step by step to find the dimensions of the front of the pencil box.

1. Understand the Given Dimensions:
- The dimensions of the top of the pencil box are 8 inches by 3 inches.
- The dimensions of the side of the pencil box are 3 inches by 2 inches.

2. Analyze the Structure of the Box:
- A pencil box typically has a top, bottom, front, back, and two sides.
- The top of the box is a rectangle with dimensions 8 inches (length) and 3 inches (width).
- One of the sides of the box is also a rectangle with dimensions 3 inches (width) and 2 inches (height).

3. Determine the Corresponding Dimensions:
- The width of the side of the box (3 inches) corresponds to the width of the top of the box.
- The length of the front of the box will be the same as the length of the top, because these two rectangles are aligned along the same edges.

4. Identify the Dimensions of the Front:
- To find the front of the box, we take the length from the top and the height from the side.
- The length of the front of the box is the same as the length of the top, which is 8 inches.
- The height of the front of the box is the same as the height of the side, which is 2 inches.

5. Conclusion:
- Therefore, the dimensions of the front of the pencil box are:
- Length: 8 inches
- Height: 2 inches

So, the front of the pencil box measures 8 inches by 2 inches.
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