Vector has a magnitude of 29 units and points in the positive y direction. When vector is added to , the resultant vector points in the negative y direction with a magnitude of 14 units. Find the magnitude and direction of .
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Vector A points in the negative y direction and has a magnitude of 9 units. Vector B⃗ has twice the magnitude and points in the positive x direction.
A) Find the direction and magnitude of A+B . Express your answer as a whole number.
B) Find the direction and magnitude of A−B .
Vector A has a magnitude of 41 and is pointing at an angle a=62°east of north. Vector B has a magnitude of 37 and is pointing at anangle b=33° south of west. Find the magnitude and direction of A+B(the sum of two vectors is more commonly known as the resultantvector).Magnitude of the resultant vector ________?What direction is the resultant vector pointing in?It has no magnitude so the direction is irrelevant.Due east (along the positive x-axis)Due north (along the positive y-axis)Due west (along the negative x-axis)Due south (along the negative y-axis)A northeasterly direction (first quadrant)A northwesterly direction (second quadrant)A southwesterly direction (third quadrant)A southeasterly direction (fourth quadrant)What is the angle between the resultant vector and the horizontal?If the magnitude of the resultant is zero, then enter 'none'._________°
