<prompt> Hlalosa hore na ke hobaneng ha vector e nang le boholo ba 5 e le bolelele ba makhetlo a mabeli ho feta vector e nang le boholo ba 10?nan  <response>: Instruction in English: Explain why a vector with magnitude 5 is twice as long as a vector with magnitude 10? . Response in English: This statement is incorrect. A vector with magnitude 5 is, in fact, half as long as a vector with magnitude 10, not twice as long. The magnitude of a vector corresponds to its length. So, if the magnitude of a vector is 10, it means it is 10 units long. If the magnitude of another vector is 5, it means it is 5 units long, which is half the length of the vector with magnitude 10. Hence, a vector with magnitude 5 is half as long as a vector with magnitude 10. . Response in Sesotho: Polelo ena e fosahetse. Vector e nang le boholo ba 5, ha e le hantle, ke halofo ea bolelele ba vector e nang le boholo ba 10, eseng bolelele ba habeli. Boholo ba vector bo lumellana le bolelele ba eona. Kahoo, haeba boholo ba vector e le 10, ho bolela hore e bolelele ba li-unit tse 10. Haeba boholo ba vector e ngoe ke 5, ho bolela hore e bolelele ba li-unit tse 5, e leng halofo ea bolelele ba vector e nang le boholo ba 10. Kahoo, vector e nang le boholo ba 5 e bolelele ba halofo ho feta vector e nang le boholo ba 10. 