Question #194121

Find the elasticity of y with respect to x for the following: a.y^(6)=x^(5)quad b.(y)/(x)=(x+1)^(a)(y-1)^(b)quad (a and b are constants)


1
Expert's answer
2021-05-17T09:57:58-0400
E=yx/xyE=y^/_x\frac{x}{y}

a.


E=5x46y5×xx5=56y5E=\frac{5x^4}{6y^5}\times \frac{x}{x^5}=\frac{5}{6y^5}

b.


y/=(x+1)a(ax1)(y1)x2(y1)b(y1by)y^/=\frac{(x+1)^a(a-x-1)(y-1)}{x^2(y-1)^b(y-1-by)}

E=(ax1)(y1)(y1)2b(y1by)E=\frac{(a-x-1)(y-1)}{(y-1)^{2b}(y-1-by)}


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