The scale of a map says that 2 inches represents 5 miles. What distance on the map ---- in inches ----- represents an actual distance of 6 miles?
x/6 = 2/5
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To find the distance on the map that represents an actual distance of 6 miles, we can set up a proportion using the given scale:
2 inches represents 5 miles
Let 'x' represent the distance on the map in inches that represents an actual distance of 6 miles.
Using the proportion, we have:
2 inches / 5 miles = x inches / 6 miles
Cross-multiplying, we get:
5 miles * x inches = 2 inches * 6 miles
5x = 12
Dividing both sides by 5, we get:
x = 12/5
Therefore, the distance on the map that represents an actual distance of 6 miles is 12/5 inches.
To determine the distance on the map that represents an actual distance of 6 miles, you can use the scale given in the problem. In this case, it is stated that 2 inches on the map represents 5 miles in real life.
To find the distance on the map that represents 6 miles, you can set up a proportion using the scale:
2 inches / 5 miles = x inches / 6 miles
By cross-multiplying, we get:
2 inches * 6 miles = 5 miles * x inches
12 inches = 5x inches
To isolate x, we divide both sides of the equation by 5:
12 inches / 5 = x inches
x = 2.4 inches
Therefore, a distance of 6 miles in real life would be represented by 2.4 inches on the map.