<prompt> Fumana motsoako oa boraro oa tšebetso yx5.nan  <response>: Instruction in English: Find the 3rd derivative of the function yx5. . Response in English: The derivative of a function is the power rule of differentiation, which states that for any variable x and a constant alpha, the derivative of xalpha is equal to alphaxalpha-1. Using this rule, we can find the first derivative, the second derivative and then finally the third derivative of y x5.The first derivative of the function yx5 is:dydx 5x5-1 5x4.The second derivative is the derivative of the first derivative:d2ydx2 ddx5x4 20x4-1 20x3.The third derivative is the derivative of the second derivative:d3ydx3 ddx20x3 60x3-1 60x2.Thus, the 3rd derivative of the function y x5 is 60x2. . Response in Sesotho: Motsoako oa tšebetso ke molao oa matla oa karohano, o bolelang hore bakeng sa mofuta ofe kapa ofe oa x le alpha e sa fetoheng, motsoako oa xalpha o lekana le alphaxalpha-1. Ka ho sebelisa molao ona, re ka fumana motsoako oa pele, oa bobeli o nkiloeng ebe qetellong oa boraro oa y x5. Motsoako oa pele oa mosebetsi yx5 ke: dydx 5x5-1 5x4. Motsoako oa bobeli ke motsoako oa motsoako oa pele: d2ydx2 ddx5x4 20x4-1 20x3. Motsoako oa boraro ke motsoako oa motsoako oa bobeli: d3ydx3 ddx20x3 60x3-1 60x2. Kahoo, motsoako oa boraro oa mosebetsi y x5 ke 60x2. 