Consider the vector i 3, and let V 4 = span(ï) C Rº. %3D %3D 5

Q: Find the component of the resultant vector. f = v = Find: -2f-2v

A: Given  f=6,-3v=-11,8

Q: Find the angle between two vectors ū = (1, –1,0), and ở = (2, –1,2) %3D

A:

Q: Find equation of Plane that an contains the vector: and 1-6 and Z=36

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: Make all obvious simplifications.

A: We have to solve

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

A:

Q: If å = -î +ĵ b = 2î – 3j č = î - î And d = å – 3B + ¢ Determine the unit vector of d

A:

Q: = - A. Find the unit vector that makes an angle (0 with the positive x-axis.

A: The unit vector makes an angle θ=-3π4 with positive x-axis

Q: Find the angle 0 between the two vectors u = and v = .

A:

Q: If v = 7i + 3j and w = 4i - 5j, find the vector v - w

A: If v = 7i + 3j and w = 4i - 5j, find the vector v - w