<prompt> Bala Karohano e Kholo ka ho Fetisisa GCD ea 108 le 36nan  <response>: Instruction in English: Calculate the Greatest Common Divisor GCD of 108 and 36 . Response in English: The greatest common divisor GCD of two numbers is the largest number that both numbers are divisible by. One of the methods to find GCD is by using the Euclidean Algorithm.We want to find GCD 108, 36, we start by doing the division:108 ÷ 36 3 with a remainder of 0This tells us that 36 divides evenly into 108, so the GCD of 108, 36 is 36. Thus, the greatest common divisor of 108 and 36 is 36. . Response in Sesotho: The most common divisor GCD ea linomoro tse peli ke palo e kholo ka ho fetisisa eo linomoro ka bobeli li aroloang ka eona. E ngoe ea mekhoa ea ho fumana GCD ke ho sebelisa Euclidean Algorithm. Re batla ho fumana GCD 108, 36, re qala ka ho etsa karohano: 108 ÷ 36 3 le karolo e setseng ea 0 Sena se re bolella hore 36 e arola ka ho lekana ho 108, kahoo GCD ea 108, 36 ke 36. Kahoo, karohano e kholo ka ho fetisisa ea 108 le 36 ke 36. 