<prompt> Ha u fuoa li-vector tse peli, bala ho tšoana ha cosine pakeng tsa tsona.Vector1: 1.7, 6.2 Vector2: 3.4, 4.8  <response>: Instruction in English: Given two vectors, calculate the cosine similarity between them. . Response in English: To calculate the cosine similarity between two vectors, we can use the formula:cosine_similarity dot_productVector1, Vector2magnitudeVector1 magnitudeVector2First, lets calculate the dot product of the two vectors:dot_product 1.7 3.4 6.2 4.8 34.9Then, lets find the magnitudes of the vectors:magnitudeVector1 sqrt1.72 6.22 6.4817magnitudeVector2 sqrt3.42 4.82 5.8409Now, we can finally calculate the cosine similarity:cosine_similarity 34.9 6.4817 5.8409 0.9239The cosine similarity between Vector1 and Vector2 is 0.9239. . Response in Sesotho: Ho bala ho tšoana ha cosine pakeng tsa li-vector tse peli, re ka sebelisa foromo: cosine_similarity dot_productVector1, Vector2magnitudeVector1 magnitudeVector2 Pele, a re bale sehlahisoa sa letheba sa li-vector tse peli: dot_product 1.7 3.4 6.2 4.8 34.9 Joale, a re fumaneng boholo ba li-vector: boholoVector1 sqrt1.72 6.22 6.4817 boholoVector2 sqrt 2.4 3.4 4.82 5.8409 Joale, re ka qetella re bala ho tšoana ha cosine: cosine_similarity 34.9 6.4817 5.8409 0.9239 Ho tšoana ha cosine pakeng tsa Vector1 le Vector2 ke 0.9239. 