The displacement vectors A and B shown in the figure below both have a magnitude of 3.10 m.The direction of vector A is an angle of 23 degrees. Find vector A+B graphically. Find vector A-B graphically. Find vector B-A graphically.

The displacement vectors A and B shown in the figure below both have magnitudes of 2.05 m. The direction of vector A is 0 = 44.0°. (a) Find A + B graphically. magnitude direction m (b) Find A - B graphically. magnitude direction (c) Find B - A graphically. magnitude direction counterclockwise from the +x axis m (d) Find A 2B graphically. magnitude direction counterclockwise from the +x axis m counterclockwise from the +x axis m o counterclockwise from the +x axis

Vector A is 30° to the left of the negative y-axis. Vector B is 65° above the negative x-axis.  Vector C points to the right.  You will be asked to find the resultant, R = A + B + C.  What are the x- and y-components of the resultant?   Group of answer choices Rx = 0.625 m; Ry = 3.11 m Rx = 5.31 m; Ry = -1.57 m Rx = 8.43 m; Ry = -4.69 m Rx = 10.6 m; Ry = -6.89 m

Let C = A + B. Vector C has a length of 5.00 cm and points north. Vector A has length 2.30 cm and a direction of 58.0 degrees north of east. (Let north = +y and east= +x).a) Draw a vector addition diagram showing C = A + B and label all 3 vectors. Use a straight edge and draw them to scale in cm if possible (you can estimate the angle).b) What is the magnitude of vector B? c) What is the angle of B in degrees west of north? d) Let D = C x A (vector product of C and A). What is the magnitude and direction of vector D?e) What angle (in degrees) does vector E= 2.00i+ 4.00j-3.00k make with the +y axis?

Vectors à and B are shown in the figure. Vector Č is given by C = à – B. The magnitude of vector A is 10 m the magnitude of vector B is 12 m. Calculate the magnitude of vectorC. y 60° 370 X

Given the vectors Ā = (-2î + j) m and B = (4î – j) m. The magnitude of the resultant vector R = 2Ã + B is O a. R = 3 m O b.R = 1 m OC.R = V5 m O d.R = V10 m

Consider the following 2 vectors: A =1.42 m 27.2° B =4.63 m 56.8° The angles in the above formulas are the standard angle. What is A· B? Please express your answer in m2 to 3 significant figures.

could you explain how to solve this?

Vector A has MAGNITUDE 7.46 m at ANGLE 0 degrees with respect to the positive x-axis. Vector B has MAGNITUDE 7.46 m at an ANGLE of 90 degrees with respect to the positive x-axis. What is the ANGLE in degrees with respect to the positive x-axis of the VECTOR C= A + B?   Pls help ASAP!!