<prompt> Hlalosa hore na ke hobaneng ha lipalo tse latelang li sa utloahale.π  <response>: Instruction in English: Explain why the following numbers are irrational. . Response in English: π, which is approximately equal to 3.14159, is an irrational number. This means that it cannot be expressed as a simple fraction, and its decimal representation neither terminates nor follows a predictable repeating pattern. π represents the ratio of a circles circumference to its diameter, which is always the same for any sized circle. The value of π is calculated using mathematical formulas, and has been calculated to over one trillion digits beyond its decimal point. Despite this, no one has yet found any repeating pattern in the digits of π, providing strong evidence for the fact that it is irrational. . Response in Sesotho: π, e batlang e lekana le 3.14159, ke nomoro e sa utloahaleng. Sena se bolela hore e ke ke ea hlalosoa e le karoloana e bonolo, me kemelo ea eona ea decimal ha e felise kapa hona ho latela mokhoa o ka lebelloang oa ho pheta-pheta. π e emela karo-karolelano ea selikalikoe ho bophara ba eona, e lulang e tšoana le selikalikoe leha e le sefe sa boholo. Boleng ba π bo baloa ho sebelisoa liforomo tsa lipalo, me bo balletsoe ho feta palo ea trilione e le ngoe ho feta tesimale ea eona. Leha ho le joalo, ha ho motho ea seng a fumane mokhoa o pheta-phetoang oa linomoro tsa π, ho fana ka bopaki bo matla ba hore ha e na kelello. 