If Y=X^1/5Z^4/5, then expansion path equation is:
MPxMPz=PxPz,\frac{MPx}{MPz} = \frac{Px}{Pz},MPzMPx=PzPx,
MPx=Y′(x)=0.2(Z/X)4/5,MPx = Y'(x) = 0.2(Z/X)^{4/5} ,MPx=Y′(x)=0.2(Z/X)4/5,
MPz=Y′(z)=0.8(X/Z)1/5,MPz = Y'(z) = 0.8(X/Z)^{1/5},MPz=Y′(z)=0.8(X/Z)1/5,
0.2(Z/X)4/50.8(X/Z)1/5=PxPz,\frac{0.2(Z/X)^{4/5}}{0.8(X/Z)^{1/5}} = \frac{Px}{Pz},0.8(X/Z)1/50.2(Z/X)4/5=PzPx,
0.25(ZX)4/5=PxPz.0.25(\frac{Z}{X})^{4/5}= \frac{Px}{Pz}.0.25(XZ)4/5=PzPx.
Need a fast expert's response?
and get a quick answer at the best price
for any assignment or question with DETAILED EXPLANATIONS!
Comments