a board is leaning against a building so that the top of the board reaches a height of 16 feet. the bottom of the board is on the ground 6 feet away from the wall. what is the slope of the board as a positive number?
16/6
To find the slope of the board, we need to determine the vertical change (rise) and the horizontal change (run). In this case, the height of the board is the rise, and the distance from the wall to the bottom of the board is the run.
Given that the top of the board reaches a height of 16 feet and the bottom is on the ground 6 feet away from the wall, the rise is 16 feet, and the run is 6 feet.
The slope can be calculated using the formula: slope = rise / run.
Therefore, the slope of the board is 16/6, which can be simplified to 8/3.