<prompt> Theha equation ea quadratic ka li-coefficients tse felletseng tseo metso ea tsona e leng 3 le -5.nan  <response>: Instruction in English: Construct a quadratic equation with integer coefficients whose roots are 3 and -5. . Response in English: A quadratic equation can be written in the form of ax2 bx c 0, where a, b, and c are constants. If the roots of this equation are given as r and s, then the quadratic equation can be written as: ax-rx-s 0.In this case, the roots are 3 and -5. Plugging these values into the above equation, we get: a x - 3x 5 0 Expanding this, we get: ax2 2x - 15 0.For the quadratic equation to have integer coefficients, a must be an integer. We can set a equal to 1. So, our quadratic equation with integer coefficients whose roots are 3 and -5 is: x2 2x - 15 0. . Response in Sesotho: quadratic equation e ka ngoloa ka mokhoa oa selepe2 bx c 0, moo a, b, le c e leng li-constants. Haeba metso ea equation ena e fanoa e le r le s, joale quadratic equation e ka ngoloa e le: axrxs 0. Tabeng ena, metso ke 3 le -5. Ha re kenya litekanyetso tsena ho equation e ka holimo, re fumana: a x - 3x 5 0 Ha re atolosa sena, re fumana: ax2 2x - 15 0. Hore equation ea quadratic e be le palo e feletseng. coefficients, e tlameha ho ba palo e feletseng. Re ka beha e lekanang le 1. Kahoo, quadratic equation ea rona e nang le integer coefficients tseo metso ea tsona e leng 3 le -5 e leng: x2 2x - 15 0. 