Defining scale on drawings: Scale is stated as a ratio comparing the number of drawing units to the number of actual units (for example, 1:2, 2:1). Is this the correct description of scale notation?

Difficulty: Easy

Correct Answer: Correct

Explanation:


Introduction / Context:
Engineers and designers use scale to fit large or small objects onto standard sheet sizes without losing clarity. Scale notation expresses a relationship between the plotted size and the real-world size. This item checks whether describing scale as a ratio of drawing units to actual units is accurate.



Given Data / Assumptions:

  • Common notations: 1:1 (full), 1:2 (half-size), 2:1 (double-size).
  • Units remain consistent on both sides of the ratio.
  • Dimensions state true values independent of plotted scale.


Concept / Approach:
A scale ratio communicates how measurements on paper relate to real size. Writing “1:2” means 1 drawing unit represents 2 actual units (reduced). Writing “2:1” means 2 drawing units represent 1 actual unit (enlarged). This definition is correct across disciplines as long as the units on both sides are the same system.



Step-by-Step Solution:

Interpret 1:1 as full size.Interpret 1:2 as reduced by one-half in linear dimensions.Interpret 2:1 as enlarged twofold in linear dimensions.Confirm that dimension text still reports true sizes, not measured paper values.


Verification / Alternative check:

Measure a plotted length and multiply by the inverse scale to recover the real size.


Why Other Options Are Wrong:

Incorrect: The definition is standard across engineering graphics.Only correct for architectural scales / Valid only when units are inches: Scale ratios are unit-agnostic.


Common Pitfalls:

Confusing scale ratio order (drawing:actual).Using different unit systems on each side of the ratio.


Final Answer:

Correct

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