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Sila12548ishere
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3 = 1 + 2; F2P(X)(X2+2)2=81(X2+P)⟹ 2FP(X)F′P(X)(X2+2)2+4XF2P(X2+2)=162X⟹ F′P(X)=162X−4XF2P(X)(X2+2)2FP(X)(X2+2)2=162X−324XX2+PX2+218(X2+2)X2+P−−−−−√=9X(X2+2)−18X(X2+P)(X2+2)2X2+P−−−−−√=9X(2−2P−X2)(X2+2)2X2+P−−−−−√F2P(X)(X2+2)2=81(X2+P)⟹ 2FP(X)F′P(X)(X2+2)2+4XF2P(X2+2)=162X⟹ F′P(X)=16P−−−−−√F2P(X)(X2+2)2=81(X2+P)⟹ 2FP(X)F′P(X)(X2+2)2+4XF2P(X2+2)=162X⟹ F′P(X)=162X−4XF2P(X)(X2+2)2FP(X)(X2+2)2=162X2X2+P−−−−−√F2P(X)(X2+2)2=81(X2+P)⟹ 2FP(X)F′P(X)(X2+2)2+4XF2P(X2+2)=162X⟹ F′P(X)=162X−4XF2P(X)(X2+2)2FP(X)(X2+2)2=162X−324XX2+PX2+218(X2+2)X2+P−−−−−√=9X(X2+2)−18X(X2+P)(X2+2)2X2+P−−−−−√=9X(2−2P−X2)(X2+2)2X2+P−−−−−√; 8 * 7 + 0.89 = 56.89; 3X+1 = Ȩ̸̢̡̢̛̛͔̥͎̼͎̝̝̪̳̭̪̹̠̟͖̤̖̜̤͓̬̻̈͆̂̇̿́̿͑̋͛̓̽̏̓̆̔̅̋̓͛̂́̍͊̆̌͐̀͂̆̑̈́͆̏͒̊̆̂́͒̆͒͌̀̍̾̈́͗̐̓͌̉̽̋̐͊̾̈́̓̆̓̓̇͗̀̃̓̐̿̀̈́̓̍̍́́͌̍̀͆̿́̌͋̏̓͑̀̀̈͌̇̄͗͊͊̈̉̍̆̄́̃͛̔͐̅̆̏̌͛̒̄̈́̈́͂̎̏̽̓̌͐͐̄̄́̓̌͗͛̉̍̐̌̕͘̕̚͘̚̕̚̚̕͘̚͝͝͝͠͝͝͠Ι̤̲̖͓̤̺̹̣͈̘̻̺Ι̣̥̙̖̦̘̹̟̖Ι̨̧̣̪̖̭͍͚̠̩̗̪͎̳̘͜Ι̢̢̡̨̢̡̡̢̧̭̭͚̗̭̭͚͔̗͚͔͇̮̺̻͍͇̲̼̻͇͕̞̦̱͉̦̲̰̦͍͔͍̖̙̠͔͖̘̦̱̞͉̻̪̲̩̙͍̩̣͎͓͙̝̼̲͙̼̘̟̯̳̖̰̤͖̯̤̦̮̤̮͎̰̼Ι̡̨̢̡̢͉͍̩̦̠͔̪̺̠̗̪̠̼͎̘̲̳̬̩̻̯̱̗͍̮͉̮͉̯̻̮͜