The scale of a map is 1 inch : 5 miles. Find the distance.
A lake is 7 in. long on the map. Find the actual length of the lake.
7 in ( 5 miles/1 in) = 35 miles
Well, if 1 inch on the map represents 5 miles in real life, then the actual length of the lake would be (7 inches) times (5 miles per inch), which equals 35 miles.
That's one long lake! Be sure to bring your fishing gear and a good playlist for the journey.
To find the actual length of the lake, we can use the scale of the map. The scale is given as 1 inch : 5 miles.
Since the lake is depicted as 7 inches long on the map, we can set up a proportion to find the actual length:
1 inch / 5 miles = 7 inches / x
To solve for x (the actual length of the lake), we can cross multiply:
1 * x = 7 * 5
x = 35
Therefore, the actual length of the lake is 35 miles.
To find the actual length of the lake, you can use the scale given on the map. The scale is 1 inch : 5 miles, which means that 1 inch on the map represents 5 miles in real life.
First, you need to convert the length of the lake on the map from inches to miles. Since the scale is 1 inch : 5 miles, you can set up a proportion using the given length on the map (7 inches) and the scale:
1 inch / 5 miles = 7 inches / x miles
Cross-multiplying, you get:
1 inch * x miles = 7 inches * 5 miles
Simplifying the equation:
x miles = 35 miles
Therefore, the actual length of the lake is 35 miles.