Question

Solve the problem.
Kannanaski Rapids drops 70 ft vertically over a horizontal distance of 866 ft. What is
the slope of the rapids?
-0.001
-12.4
-70
-0.081
I need help ASAP :(

Answer 1

Answer:

0.081

Step-by-step explanation:

Given parameters:

Vertical drop  = 70ft

Horizontal distance  = 866ft

Unknown:

Slope of the rapids  =?

Solution:

Slope is the rise or vertical height divide by the horizonal distance.

  Slope  = $\frac{vertical drop}{horizontal distance}$

  Insert the parameters and solve;

  Slope  = $\frac{70}{866}$   = 0.081

Answer 2

Based on the information given the slope of the rapids is 0.081.

Slope of the rapids:

Using this formula

Slope of the rapids=Vertically rapid drop/Horizontal distance

Let plug in the formula

Slope of the rapids=70ft/866ft

Slope of the rapids=0.0808

Slope of the rapids=0.081 (Approximately)

Inconclusion the slope of the rapids is 0.081.

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