<prompt> Hlalosa mohopolo oa lipalo oa tatellano ea tsebetso.nan  <response>: Instruction in English: Explain the mathematical concept of the order of operations. . Response in English: The order of operations is a set of rules followed in mathematics to evaluate and solve expressions with several mathematical operations such as addition, subtraction, multiplication, division, exponentiation, and parentheses or brackets. The order of operations ensures that calculations are consistent, accurate and unambiguous. It stipulates the sequence in which operations should be performed, to avoid discrepancies when solving expressions.PEMDAS or BODMAS or BEDMAS depending on the country is a common mnemonic acronym used to remember the order of operations:- P or B or Brackets Parentheses - This states that operations enclosed in parentheses brackets or braces should be solved first, starting from the innermost parenthesis.- E or O: Exponents or Orders - This requires that exponents, radicals or logarithmic functions should be solved next.- MD: Multiplication and Division - This step requires that all multiplication and division be performed from left to right.- AS: Addition and Subtraction - In the final step, all additions and subtractions should be carried out from left to right.For example, lets solve an expression using the order of operations - 6 4 22:- Start by solving the term with the Exponent: 6 4 22 6 4 4- Next, from left-to-right, solve multiplication: 6 4 4 6 16- Then, solve addition: 6 16 22Its essential to keep in mind that the order of operations should always be applied whenever solving any mathematical expression. . Response in Sesotho: Taelo ea tsebetso ke letoto la melao e lateloang lipalong ho lekola le ho rarolla lipolelo tse nang le mesebetsi e mengata ea lipalo e kang ho eketsa, ho tlosa, ho atisa, ho arola, ho hlalosa, le masakaneng kapa lisakaneng. Taelo ea tsebetso e netefatsa hore lipalo li tsitsitse, li nepahetse ebile ha li hlake. E hlalosa tatellano eo tšebetso e lokelang ho etsoa ka eona, ho qoba ho se lumellane ha ho rarolloa mantsoe. PEMDAS kapa BODMAS kapa BEDMAS ho itšetlehile ka naha ke khutsufatso e tloaelehileng ea mnemonic e sebelisoang ho hopola tatellano ea tsebetso: - P kapa B kapa Li-Brackets Parentheses - Sena se bolela hore tsebetso e kentsoeng ka masakaneng masakaneng. or braces li lokela ho rarolloa pele, ho qala ka masakaneng a ka hare-hare. - E kapa O: Li-Exponents kapa Litaelo - Sena se hloka hore li-exponents, radicals kapa mesebetsi ea logarithmic li rarolloe ka mora moo. - MD: Katiso le Karohano - Mohato ona o hloka hore katiso eohle le karohano e etsoe ho tloha ho le letšehali ho ea ho le letona. - AS: Keketso le Phaliso - Mohatong oa ho qetela, litlatsetso tsohle le ho fokotsa li lokela ho etsoa ho tloha ho le letšehali ho ea ho le letona. Mohlala, a re rarolleng polelo ka tatellano ea tsebetso - 6 4 22: - Qala ka ho rarolla lentsoe ka Exponent: 6 4 22 6 4 4 - E latelang , ho tloha ho le letšehali ho ea ho le letona, rarolla katiso: 6 4 4 6 16 - Joale, rarolla tlatsetso: 6 16 22 Ke habohlokoa ho hopola hore taelo ea tsebetso e lokela ho sebelisoa kamehla. neng kapa neng ha ho rarolla polelo efe kapa efe ea lipalo. 