On a protractor, the smallest triangle used for scaling is what size?

Study for the Longknife Test with interactive quizzes and in-depth explanations. Prepare thoroughly with our strategic flashcards and multiple-choice questions. Ace your test!

Multiple Choice

On a protractor, the smallest triangle used for scaling is what size?

Explanation:
Understanding how a protractor’s triangular scale works helps here: the scale is marked with progressively finer subdivisions, and the smallest triangle corresponds to the finest length you can read. Looking at the options, the smallest length is 1/100,000 of a meter (0.01 mm), which is smaller than 1/50,000 m, 1/10,000 m, or 1/1,000 m. So this smallest subdivision represents the finest scaling on the protractor.

Understanding how a protractor’s triangular scale works helps here: the scale is marked with progressively finer subdivisions, and the smallest triangle corresponds to the finest length you can read. Looking at the options, the smallest length is 1/100,000 of a meter (0.01 mm), which is smaller than 1/50,000 m, 1/10,000 m, or 1/1,000 m. So this smallest subdivision represents the finest scaling on the protractor.

More practice questions
Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy