A sailboat floats in a current that flows due east at 9 m/s. Due to a wind, the boat's actual speed relative to shore is 93 m/s in a direction 30° north of east. Find the speed and direction of the wind. Let c represent the current; this means that |c| is the speed of the moving water and c points in the direction of the moving water. Assume that the vector w gives the speed and direction of the wind and the vector v, gives the speed and direction of the sailboat relative to the shore. Which equation below represents w in terms of c and v,? O A. w=vg +C O B. w=V9 -C O C. w=V9 O D. w=V9 - 2.c The speed of the wind is V in the direction of

Q: A swimmer heads in the direction N 30 E, swimming at 5 mi/h relative to the water in the Chesapeake…

A: To find the true velocity of the swimmer as a vector.

Q: Find the unit vector that has the same direction as the vector v = i + j.

A: For the vector ai∧+bj∧ ,unit vector is given by ai∧+bj∧a2+b2

Q: Find the unit vector that has the same direction as the vector v = -i + 2j.

A:

Q: If vector A = [4/1] and vector B = [-3/2] find A-B

A: Here two vectors A and B are given we have to find A-B.

Q: Find the unit vector e, if v = (-4, 3) ev = <

A: here we have to find the unit vector.

Q: Let v =. Find the unit vector in the opposite direction of v.

A:

Q: A pilot sets his airspeed to 500 km/h on a heading of North 65 degrees East . A strong wind is…

A:

Q: 2. Find the distance between and

A:

Q: Find a unit vector in the same direction as a= i + j.

A: Unit Vector is represented by the symbol ‘^’, which is called a cap or hat, such as: a^. It is given…

Q: Find the vector v with v= 6 and direction 0 =150°.

A:

Q: Find vector c = 3u – v, if u = and v =.

A: Given u = 2i - 7j + 3k and             v = 0i + 4j -  k = 4j - k Now vector c = 3u - (1/2)v c = 3(2i…

Q: Find the direction angle 0 of the vector v = .

A:

Q: A point A(-5,-3) is translated by the vector v = , and then reflected about the line y=0. the…

A: Given that: A(-5, -3) is translated by v=&lt;8, 0&gt;

Q: On the coordinate plane below, sketch the position vector ⟨0, 3⟩.

A: