<prompt> Hlahisa algorithm ho bala matla a nomoronan  <response>: Instruction in English: Generate an algorithm to calculate the power of a number . Response in English: An algorithm to calculate the power of a number can be implemented in several ways, but the most straightforward method is to multiply the base number by itself for the number of times specified by the exponent. Heres an example algorithm in pseudocode.pseudocodeFunction powerbase: real, exp: integer - real result - 1 If exp 0 Then return result EndIf For i 1 to exp Do result - result base EndFor return resultEndFunction Algorithm Breakdown:1. Start by creating a function that takes two arguments: the base number that we want to raise to a power and the exponent that indicates how many times we need to multiply the base number by itself, which are base and exp values.2. Declare and assign the value 1 to the variable result. We initialize it as 1 because it is the identity element of the multiplication operation, which means that it will not affect our final result.3. If the exponent is 0, the function returns the result which is 1. Any non-zero number raised to the power of 0 is 1 by definition.4. If the exponent is different from 0, use a loop to iterate for the number of times equal to the value of the exponent. For each iteration, multiply the variable result by the value of the base.5. When the loop ends, return the result variable, which stores the final result of our calculation.This algorithm makes use of a for loop that iterates the number of times equal to the exponents value, which can be efficient when dealing with small exponents. If you need to calculate the power of a number for a large exponent, you may want to use a recursive function or implement an optimized algorithm such as the Exponentiation by Squaring algorithm. . Response in Sesotho: Algorithm ea ho bala matla a palo e ka sebelisoa ka litsela tse maloa, empa mokhoa o hlakileng ka ho fetisisa ke ho atisa palo ea motheo ka boeona bakeng sa palo ea linako tse boletsoeng ke exponent. Mona ke mohlala oa algorithm ho pseudocode. pseudocode Matla a ho sebetsabase: real, exp: integer - sephetho sa nnete - 1 If exp 0 Ebe o khutlisa sephetho EndIf For i 1 to exp Etsa sephetho - sephetho base EndFor ho khutla Sephetho EndFunction Karohano ea Algorithm: 1. Qala ka ho theha tsebetso e nkang likhang tse peli: nomoro ea motheo eo re batlang ho e phahamisa ho matla le exponent e bontšang hore na re hloka makhetlo a makae ho atisa palo ea motheo ka boeona, e leng boleng ba motheo le exp. . 2. Phatlalatsa me u fane ka boleng ba 1 ho sephetho se feto-fetohang. Re e qala joalo ka 1 hobane ke karolo ea boitsebiso ea tsebetso ea ho atisa, ho bolelang hore e ke ke ea ama sephetho sa rona sa ho qetela. 3. Haeba exponent e le 0, mosebetsi o khutlisa sephetho e leng 1. Nomoro efe kapa efe e seng lefela e phahamisitsoeng matleng a 0 ke 1 ka tlhaloso. 4. Haeba exponent e fapane le 0, sebelisa loop ho pheta palo ea linako tse lekanang le boleng ba exponent. Poeletsong e nngwe le e nngwe, atisa sephetho se feto-fetohang ka boleng ba motheo. 5. Ha loop e fela, khutlisetsa phetoho ea sephetho, e bolokang sephetho sa ho qetela sa palo ea rona. Algorithm ena e sebelisa a for loop e phetang palo ea linako tse lekanang le boleng ba exponent, e ka sebetsang hantle ha e sebetsana le li-exponents tse nyane. Haeba o hloka ho bala matla a nomoro bakeng sa exponenti e kholo, u ka na ua batla ho sebelisa mokhoa o iphetang kapa oa kenya tšebetsong algorithm e ntlafalitsoeng joalo ka Exponentiation by Squaring algorithm. 