→ gabriellike:抱歉我知道我哪裡解錯了 這方法可以解 114.32.245.234 05/14 09:10
→ gabriellike:還是有疑問看下一篇 .. 114.32.245.234 05/14 09:29
→ RLCorn:這是用隱微分吧 implict function thm? 140.115.209.33 05/16 21:27
→ RLCorn:把"z"看成是"x"的函數 140.115.209.33 05/16 21:28
→ RLCorn:而y則視為常數 140.115.209.33 05/16 21:28
→ RLCorn:所以*(yz)/*x = y *z/*x 140.115.209.33 05/16 21:29
→ RLCorn:x^z= e^(zlnx) 所以*(e^zlnx)/*x 140.115.209.33 05/16 21:31
→ RLCorn:用chain rule-> e^zlnx˙(*z/*x˙lnx+ 140.115.209.33 05/16 21:33
→ RLCorn:z/x) 這邊是用(xy)'=x'y+xy' 140.115.209.33 05/16 21:34
→ RLCorn:有錯誤歡迎高手指教,希望有幫到你=) 140.115.209.33 05/16 21:34