<prompt> Fumana equation ea tšebetso ea linear e fetang lintlheng tse peli.2,3 le 7,6  <response>: Instruction in English: Find the equation of a linear function that passes through the two points. . Response in English: Lets denote the linear function were trying to find as y mx b, where m is the slope and b is the y-intercept. We can use the two given points to find m and b.First, lets find the slope m using the formula m y2 - y1 x2 - x1, where x1, y1 and x2, y2 are the two given points. Plugging in the coordinates, we get: m 6 - 3 7 - 2 3 5Now, we can use one of the given points and the slope we just found to solve for b. Lets use the point 2,3. Plugging the coordinates and the slope into the equation y mx b, we get:3 35 2 bSolving for b, we find that b 3 - 65 95. Therefore, the equation of the linear function that passes through the points 2,3 and 7,6 is y 35x 95. . Response in Sesotho: Ha re bontse tšebetso ea mola oo re lekang ho e fumana e le y mx b, moo m e leng moepa le b e leng y-intercept. Re ka sebelisa lintlha tse peli tse fanoeng ho fumana m le b. Pele, a re fumaneng moepa m re sebelisa foromo m y2 - y1 x2 - x1, moo x1, y1 le x2, y2 e leng lintlha tse peli tse fanoeng. Ha re kenya lihokahanyo, re fumana: m 6 - 3 7 - 2 3 5 Joale, re ka sebelisa e ngoe ea lintlha tse fanoeng le moepa oo re sa tsoa o fumana ho rarolla b. Ha re sebeliseng ntlha 2,3. Ho kenya lihokahanyo le moepa ho equation y mx b, re fumana: 3 35 2 b Ho rarolla b, re fumana hore b 3 - 6 5 95. Ka hona, equation ea linear function e fetang ka lintlha 2,3 le 7,6 ke y 35x 95. 