<prompt> Hlalosa mohopolo oa kholo ea exponential.nan  <response>: Instruction in English: Explain the concept of exponential growth. . Response in English: Exponential growth refers to a rate of increase that becomes increasingly rapid over time, resulting in an explosion in the growth of a quantity. This type of growth occurs when the rate of change of something is proportional to its current value. In other words, as the quantity grows, the rate of growth also grows, leading to a snowballing effect.One popular example of exponential growth is population growth. If a population is increasing at a rate proportional to its size, then the larger the population gets, the faster it will continue to grow. Similarly, the concept of compounding interest is also an example of exponential growth, where the interest earned on an investment is added back to the principal, increasing the rate at which it grows.Exponential growth is often represented graphically as a curve that starts off slowly, but then becomes steeper and steeper over time, and can be described mathematically using an exponential function. Its an important concept in many fields, including biology, finance, and physics, and is often used to model and predict the growth of various phenomena.Overall, exponential growth represents a powerful force that can result in significant change over time. However, its important to note that exponential growth cant continue indefinitely, since it will eventually reach physical or practical limitations. . Response in Sesotho: Keketseho e matla e bolela sekhahla sa keketseho e ntseng e eketseha ka potlako ha nako e ntse e feta, e bakang ho phatloha ho holeng ha bongata. Khōlo ea mofuta ona e etsahala ha sekhahla sa phetoho ea ntho e itseng e lekana le boleng ba eona ba hona joale. Ka mantsoe a mang, ha bongata bo ntse bo hōla, lebelo la ho hōla le lona le ntse le hōla, le lebisang ho phello ea lehloa. Mohlala o mong o tsebahalang oa keketseho e matla ke keketseho ea baahi. Haeba palo ea baahi e ntse e eketseha ka tekanyo e lekanang le boholo ba eona, joale ha palo ea baahi e ntse e eketseha, e tla tsoela pele ho hōla ka potlako. Ka mokhoa o tsoanang, mohopolo oa ho kopanya tsoala hape ke mohlala oa kholo ea kholo, moo phaello e fumanoeng letseteng e khutlisetsoa ho mosuoe-hlooho, ho eketsa sekhahla seo e holang ka sona. Ho hola ho hoholo hangata ho emeloa ka mokhoa o hlakileng joalo ka lekhalo le qalang butle, empa ebe le phahama le ho feta ha nako e ntse e ea, me le ka hlalosoa ka lipalo ho sebelisoa tsebetso ea exponential. Ke mohopolo oa bohlokoa mafapheng a mangata, ho kenyeletsoa baeloji, lichelete le fisiks, me hangata e sebelisoa ho etsa mohlala le ho bolela esale pele kholo ea liketsahalo tse fapaneng. Ka kakaretso, kholo ea exponential e emela matla a matla a ka bakang phetoho e kholo ka nako. Leha ho le joalo, ke habohlokoa ho hlokomela hore khōlo ea exponential e ke ke ea tsoela pele ka nako e sa lekanyetsoang, kaha qetellong e tla fihla mefokolo ea mele kapa e sebetsang. 