Please solve this and provide a step-by-step solution how you got the answer.

1. Forces of 22 N and 26 N act on the same object at an angle of 470 to each other. Find the resultant force 2. Using any graphical method, measure the resultant of the given vectors. a.) 30 m 150 W of N; 60 m S; 50 m 20 S of E 3. Find the x and y components of vector a. A = 51 - 6.3j b. A = -4(71 - 3j) c. A = 5B where B = 41 - 6j 4. Given two vectors and A = 41 + 7j and B = 51 - 2j (a) find the magnitude of each vector; (b) write an expression for the vector difference A - B using unit vectors; (c) find the magnitude and direction of the vector difference A - B (d) In a vector diagram show A, B and A - B and also show that your diagram agrees qualitatively with your answer in part (c). 5. Find the angle between each of the following pairs of vectors: (a) A = -2.001 + 6.00j and B = 2.001 - 3.00j (b) A = 3.001 + 5.00j and B = 10.007 + 6.00j6. Write each vector in terms of the unit vectors i and j B (15.0 m) D (10.0 m) 30.09 53.0 25.00 C (12.0 m) A (8.00 m) 7. Calculate the cross product between A=(3,-3,1) and B =(4,9,2) 8. For the two vectors A and B and in figure 2 , (a) find the scalar product A . B (b) find the vector cross product AxB A (3.60 m) 70.09 X 30.0%% 10 B (2.4 m)