<prompt> Fana ka mehato e 5 ea ho rarolla palo ena ea lipalo.x25x6x-2  <response>: Instruction in English: Give a 5-step process to solve this math equation. . Response in English: To solve the math equation x25x6x-2, heres a 5-step process to follow: 1. Factor the numerator: The first step in solving the equation is to factor the numerator x25x6. Using the factoring method, we get x3x2. The equation now becomes x3x2x-2. 2. Simplify the equation: Since we cannot simplify the equation any further, we can leave it in this form: x3x2x-2. 3. Find the domain: The next step is to find the domain of the given equation. Since the denominator x-2 cannot be equal to zero we have to find the value of x that makes the denominator zero. x-20, so x2. Hence, the domain is all real numbers except x cannot be equal to 2. 4. Substitute the value of x: Now, the equation can be solved for any value of x other than 2. For example, if x0, substituting it back into the equation: 03020-2 which equals -3. 5. Double-check your work: As a final step, always double-check your work to make sure that your answer is correct. . Response in Sesotho: Ho rarolla palo ea lipalo x25x6x-2, mona ke mehato e mehlano e lokelang ho lateloa: 1. Ntlha ea lipalo: Mohato oa pele oa ho rarolla equation ke ho lekanya palo x. 25x6. Ka ho sebelisa mokhoa oa ho etsa lintho, re fumana x3x2. Equation joale e fetoha x3x2x-2. 2. Nolofatsa equation: Kaha re ke ke ra nolofatsa equation ho ea pele, re ka e siea ka mokhoa ona: x3x2x-2. 3. Fumana sebaka sa marang-rang: Mohato o latelang ke ho fumana sebaka sa equation e fanoeng. Kaha denominator x-2 e ke ke ea lekana le zero re tlameha ho fumana boleng ba x e etsang hore denominator e be lefela. x-20, kahoo x2. Ka hona, domain name ke linomoro tsa sebele ntle le x e ke ke ea lekana le 2. 4. Fetola boleng ba x: Joale, equation e ka rarolloa bakeng sa boleng bofe kapa bofe ba x ntle le 2. Mohlala, haeba x0, ho e nkela sebaka. khutlela ho equation: 03020-2 e lekanang le -3. 5. Lekola mosebetsi oa hau habeli: E le mohato oa ho qetela, kamehla hlahloba mosebetsi oa hau habeli ho netefatsa hore karabo ea hau e nepahetse. 