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Point A and point B are locations 0.24 mile
apart on a ski slope in northern New York.
Point A has an elevation of 1,560 feet and
point B has an elevation of 1,800 feet. What
is the gradient between these points?
(1) 60 ft/mi (3) 500 ft/mi
(2) 240 ft/mi (4) 1,000 ft/mi

Respuesta :

Answer:2

Explanation:

onyebuchinnaji

The gradient between point A and point B is 1,000 ft/mi.

The given parameters;

  • distance between point A and point B = 0.24 mile
  • elevation of point A = 1,560 feet
  • elevation of point A = 1,800 feet

The gradient between the two point A and point B, is the slope of the two points given.

[tex]slope = \frac{\Delta y}{\Delta x} \\\\slope = \frac{1,800 \ ft \ - \ 1,560 \ ft}{0.24\ mile} \\\\slope = 1,000 \ ft/mi[/tex]

Thus, the gradient between point A and point B is 1,000 ft/mi.

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