<prompt> Ngola pseudocode ho fumana linomoro tsohle tsa mantlha ho fihlela palo e fanoeng.nan  <response>: Instruction in English: Write pseudocode to find all prime numbers up to a given number. . Response in English: Here is one way to write pseudocode to find all prime numbers up to a given number:1. Define a function called findPrimes that takes in a single parameter n, representing the maximum number to search for primes.2. Inside the function, create an empty list called primes.3. Create a for loop that iterates through all numbers from 2 to n, and for each number do the following: - Set a flag variable called isPrime to True. - Create another for loop to iterate over all numbers j from 2 to the square root of the current number i. - If i is divisible by j, set isPrime to False and break out of the inner loop. - If isPrime is still True after all iterations of the inner loop, append i to the primes list.4. After the outler loop has completed, return the primes list.In short, the pseudocode could be:function findPrimesn: primes for i from 2 to n: isPrime True for j from 2 to square root of i: if i is divisible by j: isPrime False break if isPrime: append i to primes return primes . Response in Sesotho: Mona ke mokhoa o mong oa ho ngola pseudocode ho fumana linomoro tsa mantlha kaofela ho fihla ho nomoro e fanoeng: 1. Hlalosa tšebetso e bitsoang findPrimes e nkang paramethara e le ngoe n, e emelang palo e phahameng ea ho batla li-primes. 2. Ka hara tsebetso, theha lenane le se nang letho le bitsoang primes. 3. Etsa loop e pheta-phetoang lipalong tsohle ho tloha ho 2 ho ea ho n, me bakeng sa nomoro ka ngoe etsa se latelang: - Seta phapang ea folakha e bitsoang isPrime ho ea ho True. - Theha e ngoe bakeng sa loop ho pheta linomoro tsohle j ho tloha ho 2 ho ea ho sekwere motso oa nomoro ea hajoale i. - Haeba i e arolwa ka j, beha isPrime ho False mme o kgaole lupu e ka hare. - Haeba isPrime e ntse e le nete ka mora ho pheta-pheta ha loop e ka hare, kenya i lethathamong la lihlooho. 4. Kamora hore outler loop e phethe, khutlisetsa lenane la primes. Ka bokhutšoanyane, pseudocode e ka ba: mosebetsi findPrimesn: primes bakeng sa i ho tloha 2 ho ea ho n: isPrime Nete bakeng sa j ho tloha ho 2 ho isa motso oa lisekoere oa i: haeba ke aroloa ke j: isPrime Phomolo ea bohata haeba isPrime: eketsa i ho li-primes khutlisetsa li-primes 