If a map uses a scale of 1 centimeter representing 2 kilometers, what is the real distance of 7 centimeters?

Prepare for the Officer Training School (OTS) Talon Test. Study with detailed questions and explanations. Boost your confidence and ace your exam!

Multiple Choice

If a map uses a scale of 1 centimeter representing 2 kilometers, what is the real distance of 7 centimeters?

Explanation:
Understanding map scale means converting the distance on the map into the real-world distance by applying the scale factor. If 1 centimeter on the map represents 2 kilometers in reality, then 7 centimeters on the map corresponds to 7 × 2 = 14 kilometers in the real world. In unit terms, 7 cm × (2 km per cm) = 14 km. The other numbers would require different scales: 9 km would need about 1.29 km per cm, 12 km would need about 1.71 km per cm, and 16 km would need about 2.29 km per cm.

Understanding map scale means converting the distance on the map into the real-world distance by applying the scale factor. If 1 centimeter on the map represents 2 kilometers in reality, then 7 centimeters on the map corresponds to 7 × 2 = 14 kilometers in the real world. In unit terms, 7 cm × (2 km per cm) = 14 km.

The other numbers would require different scales: 9 km would need about 1.29 km per cm, 12 km would need about 1.71 km per cm, and 16 km would need about 2.29 km per cm.

Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy