<prompt> Theha algorithm ho hatisa letoto la Fibonacci ho fihlela nomorong e fanoeng.Ho fanoe ka nomoro n15  <response>: Instruction in English: Develop an algorithm to print the Fibonacci series up to a given number. . Response in English: Here is an algorithm that can be used to print Fibonacci series up to a given number n:1. Start by defining the initial variables for calculating the Fibonacci sequence. We will define the first two terms of the sequence, which are always 0 and 1, as variables a and b, respectively. Hence a 0 and b 1.2. Create a while loop that will run as long as a is less than or equal to the given number, n.pythonwhile a n:3. Inside the while loop, print the value of a, which is the current term in the Fibonacci sequence.pythonprinta4. Still inside the loop, calculate the next term in the sequence. To do this, we will use the rules of the Fibonacci sequence, where each term is the sum of the two terms that come before it. The next term is thus c a b.pythonc a b5. Now, update the values of a and b so that we can continue to find the rest of the terms in the sequence. The new value for a should be the old value of b, and the new value of b should be the value of c that we just calculated.pythona bb c6. The loop will continue to run until the value of a is greater than the given number n. When this happens, the loop will exit, and the algorithm will have printed all the terms in the Fibonacci series up to the given number n.7. The final code looks like this:pythondef fibSeriesn: a 0 b 1 while a n: printa c a b a b b c . Response in Sesotho: Mona ke algorithm e ka sebelisoang ho hatisa letoto la Fibonacci ho fihlela nomorong e fanoeng n: 1. Qala ka ho hlalosa mefuta-futa ea pele bakeng sa ho bala tatellano ea Fibonacci. Re tla hlalosa mantsoe a mabeli a pele a tatellano, ao kamehla e leng 0 le 1, e le mefuta e fapaneng ea a le b, ka ho latellana. Kahoo a 0 le b 1. 2. Theha loop ea nakoana e tla sebetsa hafeela a e le ka tlase ho kapa e lekana le nomoro e fanoeng, n. python ha a ntse a n: 3. Ka hara loop ea nako, hatisa boleng ba a, e leng lentsoe la hona joale ka tatellano ea Fibonacci. python printa 4. E ntse e le ka hara lupu, bala lentsoe le latelang ka tatellano. Ho etsa sena, re tla sebelisa melao ea tatellano ea Fibonacci, moo nako e ngoe le e ngoe e leng kakaretso ea mantsoe a mabeli a tlang pele ho eona. Lentsoe le latelang ke ka hona c a b. python c a b 5. Joale, nchafatsa boleng ba a le b e le hore re ka tsoela pele ho fumana mantsoe a mang ka tatellano. Nomoro e ncha ea a e lokela ho ba boleng ba khale ba b, me boleng bo bocha ba b e be boleng ba c boo re sa tsoa bo bala. python a bb c 6. Lupu e tla tsoelapele ho sebetsa ho fihlela boleng ba a bo feta palo e fanoeng n. Ha sena se etsahala, lupu e tla tsoa, me algorithm e tla be e hatisitse mantsoe ohle lethathamong la Fibonacci ho fihlela nomoro e fanoeng n. 7. Khoutu ea ho qetela e shebahala tjena: python def fibSeriesn: a 0 b 1 ha a n: printa c a ba bb c 