The scale on a map is 4 cm:200 km. What distance is represented by a 6.2 cm segment on the map?
Question
The scale on a map is 4 cm:200 km. What distance is represented by a 6.2 cm segment on the map?
Solution
Step 1: Understand the scale. The scale of the map is 4 cm:200 km. This means that 4 cm on the map represents 200 km in real life.
Step 2: Set up a proportion to find the real distance. The proportion is (4 cm / 200 km) = (6.2 cm / X km), where X is the real distance we want to find.
Step 3: Solve the proportion for X. Cross-multiply to get 4 cm * X km = 200 km * 6.2 cm.
Step 4: Divide both sides by 4 cm to solve for X. X = (200 km * 6.2 cm) / 4 cm.
Step 5: Calculate the value of X. X = 310 km.
So, a 6.2 cm segment on the map represents a distance of 310 km in real life.
Similar Questions
The scale of a map is 1: 50 000 000.The actual distance between two towns is 250 km.What is the distance on the map between the two towns?
The scale on a map is 1 cm : 6 km. If two objects are 1.5 cm apart on the map, how many kilometres apart are they in real life?
The scale of a map is given as 1 : 50,000. Two villages are 5 cm apart on the map. Find the actual distance between them.
The scale of the map extract, expressed as a ratio, is:(1 Point)1: 100 00020 metres1: 10 000One centimetre on the map represents one kilometre.
The length of a belt of trees on a map is 3.5 cm and its real length is 200 m.Express this as a ratio.
Upgrade your grade with Knowee
Get personalized homework help. Review tough concepts in more detail, or go deeper into your topic by exploring other relevant questions.