Finding Magnitude and Direction of Vector Addition and Subtraction

AI Thread Summary
Vector A has a magnitude of 81 units directed due west, and vector B has the same magnitude directed due south. The resultant vector A + B can be calculated using the Pythagorean theorem, resulting in a magnitude of approximately 114.6 units directed at an angle of 225 degrees relative to due west. For A - B, the magnitude is also 81 units, directed at an angle of 315 degrees relative to due west. Understanding vector addition involves visualizing the vectors as arrows and applying geometric principles to find the resultant. The discussion emphasizes the importance of drawing the vectors for clarity in solving the problem.
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vector A has a magnitude of 81 units and points due west, while vector B has the same magnitude and points due south. Find the magnitude and direction of (a) A + B and (b) A - B . Specify the directions relative to due west.

(a) Magnitude and direction of A + B = and o
(b) Magnitude and direction of A - B = and o
Hi folks any idea?
 
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Try drawing it out firstly and what does A+B mean in vector notation? (How do you 'add' two vectors?)
 
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