on a map of denver, 1 cm = 2.1 miles. if the actual distance is 35.7 mil;ess how many cm is it on the map?
To find out how many cm the distance is on the map, we need to multiply the actual distance by the scale factor.
Scale factor = 1 cm / 2.1 miles
Distance on the map = Actual distance * Scale factor
Distance on the map = 35.7 miles * (1 cm / 2.1 miles)
Distance on the map = 17 cm (rounded to the nearest whole number)
Therefore, the distance of 35.7 miles on the map of Denver is approximately 17 cm.
on a map of Denver, 1 cm = 2.1 miles. if the actual distance is 35.7 miles how many cm is it on the map?
To determine how many cm 35.7 miles would be on the map, we need to divide the actual distance by the scale factor.
Scale factor = 1 cm / 2.1 miles
Distance on the map = Actual distance / Scale factor
Distance on the map = 35.7 miles / (1 cm / 2.1 miles)
Distance on the map = 35.7 miles * (2.1 miles / 1 cm)
Distance on the map ≈ 75.27 cm
Therefore, the distance of 35.7 miles on the map of Denver would be approximately 75.27 cm.
on a map of Denver, 1 cm = 2.1 miles. if the actual distance is 35.7 miles, how many cm is it on the map?
To determine how many cm 35.7 miles would be on the map, we need to multiply the actual distance by the scale factor.
Scale factor = 1 cm / 2.1 miles
Distance on the map = Actual distance * Scale factor
Distance on the map = 35.7 miles * (1 cm / 2.1 miles)
Distance on the map ≈ 17 cm
Therefore, the distance of 35.7 miles on the map of Denver would be approximately 17 cm.
To find out how many centimeters the distance is on the map, you can use the scale ratio provided:
1 cm = 2.1 miles
First, let's set up a proportion to solve for the distance in centimeters (let's call it x):
1 cm / 2.1 miles = x cm / 35.7 miles
To solve for x, cross-multiply and divide:
1 * 35.7 = 2.1 * x
35.7 = 2.1x
Dividing both sides of the equation by 2.1 gives us:
x = 35.7 / 2.1
Calculating this value gives us:
x ≈ 17 cm
Therefore, on the map of Denver, a distance of 35.7 miles is approximately equivalent to 17 centimeters.
To find out how many centimeters on the map represent a distance of 35.7 miles, we can use the scale provided on the map.
Given that 1 cm on the map represents 2.1 miles, we can set up a proportion to solve for the unknown value of centimeters represented by 35.7 miles:
1 cm / 2.1 miles = x cm / 35.7 miles
To solve this proportion, cross-multiply and then divide:
2.1 miles * x cm = 1 cm * 35.7 miles
2.1x = 35.7
Now, divide both sides of the equation by 2.1:
x = 35.7 / 2.1
x = 17 cm
Therefore, on the given map of Denver, a distance of 35.7 miles would be represented by 17 centimeters.