On Map A, a straight section of a railway track connecting two transport terminals measures . Map A is drawn to a statement scale of to . If this identical section of railway is represented on Map B, which is drawn to a Representative Fraction (R.F.) scale of , what will be the length of the railway track on Map B?
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Cevap
The length of the railway track on Map B is .
The correct answer is . The statement scale of to means that on Map A represents on the ground. A measured length of therefore corresponds to an actual ground distance of (). When represented on Map B with an R.F. scale of , the new map distance is calculated by dividing by , giving exactly .
Adım Adım Çözüm
Anahtar Kavram
Multi-step conversion between statement scales, ground distances, and representative fraction (R.F.) map scales
Tahmini Süre:2m 0s