Information contained in a principal view: Does any single principal view show three of the three principal dimensions (width, height, depth)?
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AIncorrect: each principal view shows only two principal dimensions
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BCorrect: a single principal view shows all three dimensions
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COnly auxiliary views show two dimensions
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DA principal view shows four dimensions including thickness
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EOnly the front view shows three dimensions
Answer
Correct Answer: Incorrect: each principal view shows only two principal dimensions
Explanation
Introduction / Context:Multiview drawings split 3D information across views. Understanding how much dimensional information each view conveys prevents errors in interpretation and dimensioning.
Given Data / Assumptions:
- Principal dimensions are width (W), height (H), and depth (D).
- Principal views: front, top, side.
- Standard orthographic projection conventions apply.
Concept / Approach:A single principal view shows only two of the three principal dimensions: Front shows W and H; Top shows W and D; Side shows H and D. The third dimension is inferred by combining views. No single principal view alone displays all three at once; that would require pictorial views (isometric) or 3D models, not orthographic principal views.
Step-by-Step Solution:
Front view → read width and height.Top view → read width and depth.Side view → read height and depth.Therefore, each principal view shows two dimensions only.Verification / Alternative check:Lay out front and top views of a block. Front provides W and H but no direct D; top provides W and D but no direct H. Only by pairing views can you reconstruct full 3D size.
Why Other Options Are Wrong:
- “Shows all three” contradicts the essence of orthographic separation.
- “Only auxiliary views show two” is incorrect; auxiliary views also show two dimensions in their plane.
- “Four dimensions including thickness” invents a nonstandard dimension set.
- “Only the front view shows three” is false; front view shows two (W, H).
Common Pitfalls:Expecting hidden lines to supply a third independent dimension; confusing isometric (pictorial) with orthographic principal views; overlooking the need for multiple views to avoid ambiguity.
Final Answer:Incorrect: each principal view shows only two principal dimensions