6. Vector A has a given magnitude of A= 2.5 and points due East. Vector B, of unknownmagnitude, points directly North. The sum, Ã +B, makes an angle of 0 = 34° North ofEast. Refer to the figure below.NA+BBE©theexpertta.com(a) Derive an expression for the magnitude of vector B in terms of the magnitude ofA, A, and the angle 0, using any required trigonometric functions.(b) What is the value of the magnitude of the difference of vectors A and B, |AB?(c) What is the value of the magnitude of the sum of vectors A and B, |A + B ?

Part a: The direction of the resultant vector is given by: Substitute the required values and…

Answered: Vector A has a given magnitude of A =…

Similar questions

That was not correct
Given: A: A = -16.7, A, = 37 B: Br= -0.4, By = -23.8 (a) Calculate the length and direction of A. Assume angles are measured from the +x-axis with counter-clockwise as positive angles and clockwise as negative angles. A = 0 A = (b) Calculate the length and direction of B. Assume angles are measured from the +x-axis with counter-clockwise as positive angles and clockwise as negative angles. B = OB (c) Calculate the components of the vector sum of A + B = C: CT= F Cy= (d) Calculate the length and direction of C: Assume angles are measured from the +x-axis with counter-clockwise as positive angles and clockwise as negative angles. C= Oc 0 = 0
Vector D = A+ B - C, where Ax=22, Ay= -12, Bx =5, By=-9, and C has a magnitude of 35 and points at +45 degrees. Use the analytical component method to calculate for Dx, Dy, and the angle of D.
Vector A has components Ax = -16.1 and Ay = -4.32. What is the magnitude A of this vector? Determine the angle in degrees between the calculated vector and the +x-axis, measured counterclockwise from the +x-axis. A = 0 = O
What is the magnitude, X (in m2), of the cross product of a vector of magnitude 7.2 m vector pointing east and a vector of magnitude 4.4 m pointing 25° west of north? Enter only the number, not the units below
What is the displacement and direction of the resultant vector if a soccer player runs 55.0m at an angle of N27 degrees West, and then runs 23.0m at an angle of S5 degrees West from her new location? Draw a diagram, please!
Please Asap
A surveyor measures the distance across a straight river by the following method: Starting directly across from a tree on the opposite bank, he walks x = 120 m along the riverbank to establish a baseline. Then he sights across to the tree. The angle from his baseline to the tree is e = 41.2°. How wide is the river? y =