<prompt> Etsa algorithm ho rarolla bothata bo khahlisangnan  <response>: Instruction in English: Design an algorithm to solve an interesting problem . Response in English: One interesting problem that could be solved using an algorithm is the Knapsack Problem. This problem arises in resource allocation and decision making, where the given items with varying weights and values are placed in a knapsack of limited capacity. The goal is to achieve the maximum total value in the knapsack.Algorithm to solve the Knapsack Problem:1. Start by setting the knapsack capacity to zero, and an empty set for selected items.2. Sort the items according to their value per unit weight in descending order.3. Loop through the items one by one, and for each item: a. Check if the items weight is less than or equal to the available capacity. b. If true, add the item to the knapsack, increment the value by the items value, and decrease the available capacity by the items weight.4. Continue until all items have been considered, or the knapsack has reached full capacity.5. Return the set of selected items, and the maximum possible value.This is a greedy approach to the knapsack problem, where the algorithm selects the best possible item at each step, resulting in an efficient and near-optimal solution. This algorithm can be further refined by using dynamic programming, branch and bound, or other optimization techniques to improve the accuracy and performance. . Response in Sesotho: Bothata bo bong bo khahlisang bo ka rarolloang ho sebelisoa algorithm ke Bothata ba Knapsack. Bothata bona bo hlaha kabong ea lisebelisoa le ho etsa liqeto, moo lintho tse fanoeng tse nang le boima bo sa tšoaneng le litekanyetso li behoang ka hara mokotlana oa bokhoni bo fokolang. Sepheo ke ho finyella palo e phahameng ka ho fetisisa ea kakaretso ka hara mokotla. Algorithm ea ho rarolla Bothata ba Knapsack: 1. Qala ka ho beha bokhoni ba knapsack ho zero, le sete e se nang letho bakeng sa lintho tse khethiloeng. 2. Hlopha lintho ho ea ka boleng ba tsona ho boima ba yuniti ka tatellano e theohang. 3. Lokolla lintho ka bonngoe, le bakeng sa ntlha ka ngoe: a. Sheba hore na boima ba ntho bo tlase kapa bo lekana le matla a teng. b. Haeba ke nete, eketsa ntho eo mokotleng oa mokotla, eketsa boleng ka boleng ba ntho eo, me u fokotse matla a teng ka boima ba ntho eo. 4. Tsoela pele ho fihlela lintho tsohle li se li nahanoa, kapa mokotla o fihlile ka botlalo. 5. Khutlisetsa sete ea lintho tse khethiloeng, le boholo bo ka khonehang. Ena ke mokhoa o meharo oa bothata ba knapsack, moo algorithm e khethang ntho e ntle ka ho fetisisa mohatong o mong le o mong, e hlahisang tharollo e sebetsang hantle le e haufi-ufi. Algorithm ena e ka ntlafatsoa ka ho eketsehileng ka ho sebelisa lenaneo le matla, lekala le tlameletsoe, kapa mekhoa e meng ea ho ntlafatsa ho ntlafatsa ho nepahala le tshebetso. 