Let x* = x*(α,β,γ) be the solution to the maximization problem
Max [α cos(x2) – ln(x+ α) + e(β+γ)x]
Which derivative has the greater absolute value:
∂x*(α,β,γ)/∂β or ∂x*(α,β,γ)/∂γ ?
Max [α cos(x2) – ln(x+ α) + e(β+γ)x]
Which derivative has the greater absolute value:
∂x*(α,β,γ)/∂β or ∂x*(α,β,γ)/∂γ ?
