If the slope of a hill is 0.50, which of the following would be the rise and run?
The slope of a hill is calculated as the ratio of the vertical change (rise) to the horizontal change (run). In this case, the slope is 0.50.
If we assume that the rise is represented by "r" and the run is represented by "u", then the slope equation can be written as:
slope = rise / run
0.50 = r / u
To find the rise and run, we can assign any value to one of the variables and solve for the other variable.
For example, let's assume the run (u) is equal to 1. By substituting this value into the equation, we can solve for the rise (r):
0.50 = r / 1
0.50 = r
Therefore, with a run of 1, the rise (vertical change) would be 0.50.
So the rise would be 0.50 and the run would be 1.
To determine the rise and run of a hill with a slope of 0.50, we need to understand what the slope represents. The slope is the ratio of the vertical change (rise) to the horizontal change (run) between two points on the hill.
In this case, a slope of 0.50 means that for every 1 unit of horizontal change (run), there is a vertical change (rise) of 0.50 units.
Therefore, the rise would be 0.50 and the run would be 1.
To determine the rise and run of a hill given its slope, you need to understand what the slope represents. The slope represents the ratio of vertical change (rise) to horizontal change (run) between two points on the hill.
In this case, the slope of the hill is given as 0.50. This means that for every 1 unit of horizontal distance (run), the hill rises by 0.50 units (rise).
To determine the specific values of rise and run, you can take any convenient values for the run and calculate the corresponding rise. For simplicity, let's assume the run is 1 unit.
Using the slope formula: slope = rise/run
Substituting the given slope of 0.50: 0.50 = rise/1
To find the value of rise, you can multiply both sides of the equation by 1: 0.50 * 1 = rise
Therefore, the rise is 0.50 units when the run is 1 unit.
To summarize:
- Rise: 0.50 units
- Run: 1 unit