<prompt> Fana ka tharollo bothateng bona.Mopalami oa libaesekele o palama baesekele ho tloha Ntlha ea A ho ea Ntlha ea B. Ha a ntse a le tseleng, o feta ntlha ea C, e leng karolo ea boraro ea sebaka ho tloha A ho ea ho B. Mopalami oa baesekele o tseleng efe ho ea moo a eang teng?  <response>: Instruction in English: Provide a solution to this problem. . Response in English: As the cyclist passes point C, which is one-third of the distance from A to B, the cyclist would have covered a distance equivalent to one-third of the distance between Points A and B. To be halfway to the destination - Point B - the cyclist needs to cover half the distance between Points A and B. That means the cyclist still needs to cover an additional one-sixth of the entire distance from Point A to Point B 12 - 13 16 to reach the halfway point. Therefore, the cyclist will be halfway to his destination at a point that is one-sixth of the distance between Points A and B away from Point C or two-thirds the distance from A to B, measured from Point A. . Response in Sesotho: Ha mopalami oa baesekele a feta ntlha ea C, e leng karolo ea boraro ea sebaka ho tloha ho A ho ea ho B, mopalami oa baesekele o ne a tla be a tsamaile sebaka se lekanang le karolo ea boraro ea sebaka se pakeng tsa Lintlha tsa A le B. Ho ba halofo ea sebaka seo ho eang ho sona - Ntlha ea B. - mopalami oa libaesekele o hloka ho koahela halofo ea sebaka se pakeng tsa Lintlha tsa A le B. Seo se bolela hore mopalami oa libaesekele o ntse a hloka ho koahela karolo ea botšelela ea sebaka sohle ho tloha Point A ho ea Ntlha ea B 12 - 13 16 ho fihla bohareng ba tsela. Ka hona, mopalami oa baesekele o tla be a le bohareng ba sebaka seo a eang ho sona sebakeng seo e leng karolo ea botšelela ea sebaka se pakeng tsa Lintlha tsa A le B hole le Ntlha ea C kapa karolo ea bobeli ho tse tharo ea sebaka ho tloha ho A ho ea ho B, se lekantsoeng ho tloha Ntlha ea A. 