Question

Which of the following statements regarding the scale is wrong.
a) Scale is a ratio. b) Scale shows the distance between the same places on the ground.
(c) It is must for every map. (d) none of these

Answer 1

Answer:

scale is a ratio

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Answer 2

Answer:

(d) none of these

Explanation:

Step : 1 A ratio scale is a numerical scale with a genuine zero and uniform distances between adjacent points. A zero on a ratio scale, in contrast to an interval scale, indicates complete lack of the variable being measured. Examples of ratio scales include length, area, and population.

Step : 2  The data gathered may be added, subtracted, and multiplied on an interval scale. The scale makes it possible to calculate the degree of the difference but not the ratio. A ratio scale allows for division in addition to addition, subtraction, and multiplication. In other words, you can figure out how the values compare.

Step : 3  To put it another way, a map's scale establishes the distance between the map and the entire or a specific portion of the earth's surface that is depicted on it. This connection may also be expressed as a ratio between the distances between two spots on a map and their equivalent distances on the ground.

Step : 4  The ratio between a distance on a map and its equivalent distance on the ground is referred to as the "map scale." One kilometre on the ground is equal to one centimetre on a map with a scale of 1:100,000. A written statement may be used to describe a map's scale. For instance, if 1 cm represents 10 km is put in writing on a map, it implies that on that map, 1 centimetre equals 10 kilometres of the actual ground distance. A mile is equal to 1 inch.

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