q 1 )Find a vector in the direction of ⟨−5,3⟩⟨-5,3⟩ with magnitude 41

q 2)Find a vector in the direction of ⟨3,5⟩⟨3,5⟩ with magnitude 20

 

Give your answer as a vector: ⟨number,number⟩⟨number,number⟩.

Consider the points P(1,3,2) and Q(3,9,8) a. Find PQ and state your answer in two forms: Ka, b, c) and ai bj ck. b. Find the magnitude of PQ. c. Find two unit vectors parallel to PQ a. Find PQ. b. Find the magnitude of PQ. The magnitude of PQ is (Type an exact answer, using radicals as needed.) c. Find two unit vectors parallel to PQ. The unit vector in the direction of PQ is K (Type exact answers, using radicals as needed.)

(1 point) Find a formula FF(x, y), F2(x, y)) for the vector field in the plane that has the properties that F(0,0) = (0,0) and that at any other point (a, b)メ(0.0) the vector field F is tangent to the circle x2 + y2-a2 + b and points in the counterclockwise direction with magnitude F(a, b il = 2v/a2 + b2