What is the percent grade of a hill that rises to an elevation of 1400m with a run of 12 km?
To calculate the percent grade of a hill, we need to determine the vertical rise divided by the horizontal run, and then multiply by 100.
Given:
Vertical rise = 1400m
Horizontal run = 12km = 12000m
Percent grade = (vertical rise / horizontal run) * 100
Vertical rise / horizontal run = 1400m / 12000m = 0.1167
Percent grade = 0.1167 * 100 = 11.67%
Therefore, the percent grade of the hill is 11.67%.
To find the percent grade of a hill, you can use the formula:
Percent Grade = (Rise / Run) * 100
Given that the hill rises to an elevation of 1400m with a run of 12 km, we can substitute these values into the formula:
Percent Grade = (1400m / 12km) * 100
Before we can proceed with the calculation, we need to make sure that the units are consistent. Let's convert 12 km to meters by multiplying it by 1000:
12 km * 1000 m/km = 12,000 m
Now we can substitute the values into the formula:
Percent Grade = (1400m / 12,000m) * 100
Simplifying the calculation:
Percent Grade = (0.1167) * 100
Percent Grade = 11.67%
Therefore, the percent grade of the hill is 11.67%.
To calculate the percent grade of a hill, you need to determine the vertical rise (elevation gain) and divide it by the horizontal run (distance traveled). Here's how you can find the percent grade for a hill that rises to an elevation of 1400m with a run of 12 km:
Step 1: Convert the run distance to meters.
To convert kilometers to meters, multiply the distance by 1000. In this case, 12 km x 1000 = 12,000 meters.
Step 2: Calculate the percent grade.
Divide the rise (1400m) by the run (12,000m) and multiply it by 100 to get the percentage.
(1400m / 12,000m) * 100 = 0.116667 * 100 = 11.67%
So, the percent grade of the hill is approximately 11.67%.