<prompt> Bala palo ea litumello tse ka fanoang ka litlhaku tse 3 le linomoro tse 3.nan  <response>: Instruction in English: Calculate the number of possible permutations given 3 letters and 3 numbers. . Response in English: The total number of possible permutations with 3 letters and 3 numbers is 720.This can be attained by calculating the numerous ways the numbers and letters can be arranged. We know that 2 identical blocks of items are distinguishable given their different contents. Suppose that the 3 letters are positioned at the 1st, 2nd, and 3rd positions; then, the numbers would take the 4th, 5th, and 6th positions. Consequently, we can arrange the letters and numbers differently employing permutations without repetitions. So the possible permutations for letters equal 3! and for numbers also equal 3!. Therefore, we can multiply these together: 3! 3! 6x6 36To get the number of ways to arrange the letters and numbers, i.e., flip their positions entirely, we need to implement permutation with repetitions. So:r n! r!n! 33! 3!2 20Finally, we simply multiply the different permutations of letters and numbers by the number of arrangements to get the sum total ways of arranging for 3 numbers and 3 letters.36 x 20 720Thus, there are 720 permutations from 3-letters and 3-numbers. . Response in Sesotho: Palo eohle ea litumello tse ka khonehang ka litlhaku tse 3 le linomoro tsa 3 ke 720. Sena se ka finyelloa ka ho bala litsela tse ngata tseo linomoro le litlhaku li ka hlophisoang ka tsona. Rea tseba hore li-block tse 2 tse tšoanang tsa lintho li khetholloa ka litaba tsa tsona tse fapaneng. Ha re re litlhaku tse 3 li behiloe sebakeng sa 1, sa 2 le sa 3; joale, lipalo li ne li tla nka maemo a 4, 5, le 6th. Ka lebaka leo, re ka hlophisa litlhaku le linomoro ka tsela e fapaneng re sebelisa litumello ntle le ho pheta-pheta. Kahoo litumello tse ka khonehang bakeng sa litlhaku li lekana le 3! le bakeng sa lipalo le tsona li lekana 3!. Ka hona, re ka atisa tsena hammoho: 3! 3! 6x6 36 Ho fumana palo ea mekhoa ea ho hlophisa litlhaku le linomoro, ke hore, ho fetola maemo a tsona ka botlalo, re hloka ho kenya tšebetsong tumello ka ho pheta-pheta. Kahoo: r n! r!n! 33! 3!2 20 Qetellong, re atisa ho atisa litumello tse fapaneng tsa litlhaku le linomoro ka palo ea litlhophiso ho fumana kakaretso ea mekhoa ea ho hlophisa linomoro tse 3 le litlhaku tse 3. 36 x 20 720 Ka hona, ho na le litumello tse 720 ho tsoa ho litlhaku tse 3 le linomoro tse 3. 