Question:
If B is an extruded form of A, how many surfaces will the extruded form of C have?
If B is an extruded form of A, how many surfaces will the extruded form of C have?
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When extruding complex shapes, count all the outer surfaces that are formed from the original shape's sides.
Updated On: Jan 13, 2026
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Correct Answer: 8
Solution and Explanation
Step 1: Analyzing the Extruded Shapes.
The extruded form of A is a simple rectangle, which has 6 surfaces. B, which is an extruded form of A, has a rectangular prism shape with 6 surfaces.
Step 2: Understanding the Form of C.
C is a shape with a complex structure (a snowflake-like figure). When extruded, each branch of the figure will add more surfaces. The extruded form of C will have 8 surfaces in total.
Step 3: Conclusion.
Thus, the extruded form of C will have 8 surfaces. Therefore, the correct answer is (3) 8.
The extruded form of A is a simple rectangle, which has 6 surfaces. B, which is an extruded form of A, has a rectangular prism shape with 6 surfaces.
Step 2: Understanding the Form of C.
C is a shape with a complex structure (a snowflake-like figure). When extruded, each branch of the figure will add more surfaces. The extruded form of C will have 8 surfaces in total.
Step 3: Conclusion.
Thus, the extruded form of C will have 8 surfaces. Therefore, the correct answer is (3) 8.
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