The elevation of the basement floor in a building is -15 ft. The elevation of the roof is 37 feet. What is the distance from the basement floor to the roof?
To find the distance from the basement floor to the roof, we need to calculate the difference between the elevations of the two floors.
Distance = Elevation of Roof - Elevation of Basement
Distance = 37 ft - (-15 ft)
Distance = 37 ft + 15 ft
Distance = 52 ft
Therefore, the distance from the basement floor to the roof is 52 feet.
To find the distance from the basement floor to the roof, we subtract the elevation of the basement floor from the elevation of the roof.
Distance = Elevation of the roof - Elevation of the basement floor
Distance = 37 ft - (-15 ft)
Since subtracting a negative is the same as adding the positive, we can rewrite the equation as:
Distance = 37 ft + 15 ft
Distance = 52 ft
Therefore, the distance from the basement floor to the roof is 52 feet.
To find the distance from the basement floor to the roof, you need to subtract the elevation of the basement floor from the elevation of the roof.
Given:
Elevation of basement floor = -15 ft
Elevation of roof = 37 ft
To find the distance:
Distance = Elevation of roof - Elevation of basement floor
Substituting the given values:
Distance = 37 ft - (-15 ft)
When subtracting a negative number, you can rewrite it as addition:
Distance = 37 ft + 15 ft
Adding the numbers:
Distance = 52 ft
Therefore, the distance from the basement floor to the roof is 52 feet.