<prompt> Fumana sebaka se pakeng tsa ntlha A 2,4 le ntlha B 4,12,4, 4,1  <response>: Instruction in English: Determine the distance between point A 2,4 and point B 4,1 . Response in English: The distance between point A 2,4 and point B 4,1 can be calculated using the distance formula derived from the Pythagorean Theorem, which states that the distance d between two points x1,y1 and x2,y2 is given by the formula: d sqrtx2-x12 y2-y12Plugging in the given coordinates 2,4 for point A and 4,1 for point B, we get:d sqrt4-22 1-42 sqrt22 -32 sqrt4 9 sqrt13 3.605Therefore, the distance between point A 2,4 and point B 4,1 is approximately 3.605 units. . Response in Sesotho: Sebaka se pakeng tsa ntlha ea A 2,4 le ntlha ea B 4,1 se ka baloa ho sebelisoa mokhoa oa sebaka se nkiloeng ho Theorem ea Pythagorean, e bolelang hore sebaka se pakeng tsa lintlha tse peli x1,y1 le x2,y2 e fanoe ka foromo: d sqrtx2-x12 y2-y12 Ho kenya likhokahanyo tse fanoeng 2,4 bakeng sa ntlha A le 4,1 bakeng sa ntlha B, re fumana: d sqrt4-22 1-42 sqrt22 -32 sqrt4 9 sqrt13 3.605 Ka hona, sebaka se pakeng tsa ntlha A 2,4 le ntlha B 4,1 ke hoo e ka bang li-unit tsa 3.605. 