Question:
One square and 4 triangles given below are used to make shapes without overlapping. Among the options, which is the shape that CANNOT be made?
One square and 4 triangles given below are used to make shapes without overlapping. Among the options, which is the shape that CANNOT be made?
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When analyzing arrangement problems, count the components and verify that the required shapes can be formed without overlap or extra parts.
Updated On: Jan 13, 2026
- A
- B
- C
- D
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The Correct Option is D
Solution and Explanation
Step 1: Understand the given components.
- One square and four triangles are available. All shapes must be made without overlapping these components.
Step 2: Analyze each option.
- Option A: Possible arrangement using one square and four triangles. Correct.
- Option B: Possible arrangement of components. Correct.
- Option C: Matches the available shapes without overlapping. Correct.
- Option D: Cannot be formed as the given components cannot be arranged to form the shape without overlapping. Incorrect.
Step 3: Conclude the answer.
The shape that CANNOT be made is:\[ {\text{D}}. \]
- One square and four triangles are available. All shapes must be made without overlapping these components.
Step 2: Analyze each option.
- Option A: Possible arrangement using one square and four triangles. Correct.
- Option B: Possible arrangement of components. Correct.
- Option C: Matches the available shapes without overlapping. Correct.
- Option D: Cannot be formed as the given components cannot be arranged to form the shape without overlapping. Incorrect.
Step 3: Conclude the answer.
The shape that CANNOT be made is:\[ {\text{D}}. \]
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