Omar paddles a canoe downstream at a rate of 5 mi/hr. The stream is flowing at a rate of 12 mi/hr. What is the actual velocity of the canoe? 5 mi/hr, downstream 7 mi/hr, downstream 12 mi/hr, downstream 17 mi/hr, downstream

Respuesta :

Answer:

17 mi/hr, downstream

Explanation:

We can take downstream as the positive direction. With this system of coordinates, we have:

[tex]v_c = + 5 mi/h[/tex] is the velocity of the canoe, downstream

[tex]v_s = +12 mi/h[/tex] is the velocity of the water, also downstream

Since both velocities are in the same direction, the resultant velocity of the canoe will simply be the sum of the two velocities:

[tex]v=v_c+v_s=5 mi/h+12 mi/h=+17 mi/h[/tex]

and the positive sign means downstream.