<prompt> Bala angle ea li-vector tse peli.Vector A 3, 4 Vector B 4, 3  <response>: Instruction in English: Calculate the angle of two vectors. . Response in English: The angle between two vectors can be calculated using the dot product formula:If vector A x1, y1 and vector B x2, y2 then the dot product of the two vectors is given by A.B x1x2 y1y2. The magnitude of a vector A is given by A sqrtx12 y12The cosine of the angle between the two vectors is given by: cosθ A.B ABIn our case:Vector A 3, 4 Vector B 4, 3A.B 34 43 24A sqrt32 42 5B sqrt42 32 5cosθ A.B AB 24 55 0.96θ arccos0.96 16.26 degreesTherefore, the angle between vector A and vector B is approximately 16.26 degrees. . Response in Sesotho: Sekhutlo se pakeng tsa li-vector tse peli se ka baloa ho sebelisoa foromo ea sehlahisoa sa letheba: Haeba vector A x1, y1 le vector B x2, y2 joale sehlahisoa sa matheba sa li-vector tse peli se fanoe ke AB x1x2 y1 y2. Boholo ba vector A bo fanoe ke A sqrtx12 y12 Cosine ea angle pakeng tsa li-vector tse peli e fanoa ke: cosθ AB AB Tabeng ea rona: Vector A 3 , 4 Vector B 4, 3 AB 34 43 24 A sqrt32 42 5 B sqrt42 32 5 cosθ AB AB 24 55 0.96 θ arccos0.96 16.26 likhato Ka hona , angle e pakeng tsa vector A le vector B e batla e le likhato tse 16.26. 