A 32% slope will rise how many feet vertically for every 100 feet horizontally?

To determine the vertical rise of a 32% slope over a horizontal distance of 100 feet, it is essential to understand the concept of slope percentage. A slope expressed as a percentage indicates how many feet of vertical rise correspond to 100 feet of horizontal distance.

In this case, a 32% slope means that for every 100 feet traveled horizontally, the slope rises 32 feet vertically. This is calculated as follows: the percentage is essentially the ratio of the vertical rise to the horizontal run multiplied by 100. Therefore, for a 32% slope, you can directly take 32% of the 100 feet horizontal distance to find the vertical rise.

Hence, the vertical rise is computed as: [ \text{Vertical rise} = \text{Slope percentage} \times \text{Horizontal distance} \ \text{Vertical rise} = 0.32 \times 100 , \text{feet} = 32 , \text{feet} ]

Thus, the answer indicating that a 32% slope rises 32 feet vertically for every 100 feet horizontally is accurate. Understanding this relationship is crucial for heavy equipment operators, as it impacts machine positioning, load distribution, and safety measures when