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A grading plan shows contour lines spaced 2 feet apart vertically. If the horizontal distance between two adjacent contour lines is 40 feet, what is the slope percentage?

Correct Answer

B) 5%

Slope percentage = (vertical rise ÷ horizontal run) × 100. Slope = (2 feet ÷ 40 feet) × 100 = 5%. This represents a relatively gentle slope suitable for most construction activities.

Answer Options
A
2%
B
5%
C
20%
D
40%

Why This Is the Correct Answer

Option B is correct because slope percentage is calculated using the formula (vertical rise ÷ horizontal run) × 100. With a vertical rise of 2 feet between contour lines and a horizontal distance of 40 feet, the calculation is (2 ÷ 40) × 100 = 5%. This represents the grade or steepness of the terrain between the two contour lines.

Why the Other Options Are Wrong

Option A: 2%

Option A (2%) incorrectly uses only the vertical rise without dividing by the horizontal run, or represents a calculation error in the slope formula.

Option C: 20%

Option C (20%) incorrectly reverses the calculation by dividing horizontal run by vertical rise (40 ÷ 2 = 20), which is the inverse of the correct slope formula.

Option D: 40%

Option D (40%) simply uses the horizontal distance value without applying the slope formula, ignoring the vertical rise component entirely.

Memory Technique

Remember 'RRH' - Rise over Run times Hundred. Also think 'small rise, big run = gentle slope' to check if your answer makes sense (5% is indeed a gentle slope).

Reference Hint

Look up 'Site Work and Grading' or 'Topographic Maps and Contour Lines' in your construction reference manual, typically found in the site preparation or surveying sections.

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