Chapter 9: Map and Scale — Online MCQ Test
GEOGRAPHY · CLASS 11th · Tamil Nadu State Board
Practice Chapter 9: Map and Scale with a free chapter-wise online MCQ test.
This chapter covers: Focusing on practical cartography this chapter covers map elements scale types statement linear representative fraction and scale conversions. Students practice scale construction....
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Chapter 9: Map and Scale — Important Questions & Answers
What is the primary definition of a map scale?
- A. The ratio between the distance on a map and the corresponding distance on the ground
- B. The total area of the map sheet
- C. The amount of ink used in printing a map
- D. The height of the cartographer
Answer: A. The ratio between the distance on a map and the corresponding distance on the ground
Scale represents the fixed ratio between map units and ground units.
Scale represents the fixed ratio between map units and ground units.
Which of the following is a method of representing a map scale?
- A. Verbal Statement
- B. Representative Fraction
- C. Graphical or Linear Scale
- D. All of the above
Answer: D. All of the above
These are the three standard ways to represent map scale in cartography.
These are the three standard ways to represent map scale in cartography.
Convert a statement scale of '1 cm to 5 km' into a Representative Fraction.
- A. 1:5,000
- B. 1:50,000
- C. 1:500,000
- D. 1:5,000,000
Answer: C. 1:500,000
5 km = 500,000 cm, so the RF is 1:500,000.
5 km = 500,000 cm, so the RF is 1:500,000.
What is the primary disadvantage of using a 'Statement Scale'?
- A. It is difficult to understand
- B. It only works for people who know the specific unit mentioned
- C. It is too long to write
- D. It is not precise
Answer: B. It only works for people who know the specific unit mentioned
Statement scales are unit-dependent and become unusable if the reader is unfamiliar with the units used.
Statement scales are unit-dependent and become unusable if the reader is unfamiliar with the units used.
When converting an RF to a verbal scale using metric units, which of the following is the most standard intermediate conversion step?
- A. Divide by 100 to get meters, then by 1000 to get km
- B. Multiply by 100 to get km
- C. Divide by 10 to get cm
- D. Multiply by 1000 to get meters
Answer: A. Divide by 100 to get meters, then by 1000 to get km
100 cm = 1 meter and 1000 meters = 1 kilometer; converting the denominator involves these steps.
100 cm = 1 meter and 1000 meters = 1 kilometer; converting the denominator involves these steps.