SOLUTION: A roof rises 8.25 feet over a horizontal distance of 18.56 feet. What is the slope of the roof to the nearest hundredth? a. 2.25 b. 0.44 c. 1.78 d. 1.13 Show all work

Algebra ->  Equations -> SOLUTION: A roof rises 8.25 feet over a horizontal distance of 18.56 feet. What is the slope of the roof to the nearest hundredth? a. 2.25 b. 0.44 c. 1.78 d. 1.13 Show all work      Log On


   



Question 117102: A roof rises 8.25 feet over a horizontal distance of 18.56 feet. What is the slope of the roof to the nearest hundredth?
a. 2.25
b. 0.44
c. 1.78
d. 1.13
Show all work

Answer by bucky(2189) About Me  (Show Source):
You can put this solution on YOUR website!
The slope is defined as the vertical distance (V) divided by the horizontal distance (H).
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This indicates that the slope (S) is given by the equation:
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S+=+V%2FH
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The problem tells you that V = +8.25 feet and that H = +18.56 ft. Substitute these values into
the equation and you get:
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S+=+8.25%2F18.56
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Do the division on a calculator ... divide 18.56 into 8.25 and you get:
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S+=+0.4445031
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Rounding this off to the hundredths place results in:
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S+=+0.44
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Answer b in the list of answers is the correct choice.
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Hope this helps you to understand the problem and how to solve it.
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