Scale 1. If a scale is stated as 1:250,000 then expressed in words this scale is one centimetre represents two hundred and fifty thousand centimetres (or 2.5 kilometres since there are 100,000 cm. In one kilometre); and if a scale is expressed as 1:63,360, then in words this is expressed as one inch represents sixty-two thousand five hundred inches (or one mile, since there are that many inches in a mile). Give two possible verbal equivalents to 1:625,000 (one in metric using centimetres and meters and one in the English [imperial] system using inches and miles [to make mapping easier --- internationally-it is assumed that a mile is 62,500 inches even if in reality it is 63360....use 62,500 inches in a mile]). Metric, Imperial 2. What is the ratio scale representation of one centimetre represents 15 meters? a) 3. For the following graphic scale and verbal scales, calculate the equivalent ratio scales (show your work). b) 22 cm. represents 4670 ft 4 Kons
Scale 1. If a scale is stated as 1:250,000 then expressed in words this scale is one centimetre represents two hundred and fifty thousand centimetres (or 2.5 kilometres since there are 100,000 cm. In one kilometre); and if a scale is expressed as 1:63,360, then in words this is expressed as one inch represents sixty-two thousand five hundred inches (or one mile, since there are that many inches in a mile). Give two possible verbal equivalents to 1:625,000 (one in metric using centimetres and meters and one in the English [imperial] system using inches and miles [to make mapping easier --- internationally-it is assumed that a mile is 62,500 inches even if in reality it is 63360....use 62,500 inches in a mile]). Metric, Imperial 2. What is the ratio scale representation of one centimetre represents 15 meters? a) 3. For the following graphic scale and verbal scales, calculate the equivalent ratio scales (show your work). b) 22 cm. represents 4670 ft 4 Kons
Trigonometry (MindTap Course List)
8th Edition
ISBN:9781305652224
Author:Charles P. McKeague, Mark D. Turner
Publisher:Charles P. McKeague, Mark D. Turner
Chapter1: The Six Trigonometric Functions
Section: Chapter Questions
Problem 1RP: Although Pythagoras preceded William Shakespeare by 2,000 years, the philosophy of the Pythagoreans...
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