Using the given magnitude and direction in standard position, write the vector in component form. |v| = 16, 0 = 450 8V2i+8v2j X Recall that vector v = where x = [v| cos(0) and y = [v| sin(0). How are the quantities cos(0) and sin(0) simplified for the given value of 0?Using the given magnitude and direction in standard position, write the vector in component form. |v| = 14, 0 = 300 7i+7\\/j X Recall that vector v = where x = |v| cos(0) and y = |v| sin(0). How are the quantities c0509) and sin(6) simplified for the given value of 0? Find the magnitude and direction of the vector, 0 S 0 where x = [v| cos(0) and y = [v| sin(0). What is the procedure of finding magnitude | v|? Using the values of x and y, what is the procedure for finding its direction 0 within the required radians?Find the magnitude and direction of the vector. (Let 0 s 0 where x = [v| cos(0) and y = [v| sin(0). What is the procedure of finding magnitude |v|? Using the values of x and y, what is the procedure for finding its direction 0 within the required radians