If #A = <6 ,-7 ,8 >#, #B = <1 ,-5 ,-8 ># and #C=A-B#, what is the angle between A and C?

Related questions

• How do you write the components of vectors?
• How can vectors be represented?
• What does the i and j stand for in vectors?
• If #\vec{g}# is in standard position with terminal point (5, 5) and #\vec{h}# is in standard...
• If #\vec{i}# is in standard position with terminal point (1, 5) and #\vec{j}# is in standard...
• How do you find the coordinates of vector PQ in standard position given Points P( 4,5) and Q (-7,3)?
• Using (-3, -2) as the initial point, how do you draw the vector that represents the complex...
• Using (-3, -2) as the initial point, how do you draw the vector that represents the complex number #8#?
• How do you give the complex number form of the vector with the given initial and terminal point...
• How do you give the complex number form of the vector with the given initial and terminal point...