[Solved] Find the point Q on the paraboloid 4z-y^2=x^2-8 that is closest to the point P (0, 1,
Question: Find the point Q on the paraboloid
\[4z-{{y}^{2}}={{x}^{2}}-8\]that is closest to the point P (0, 1, 0).
Deliverable: Word Document 
![[Steps Shown] Let a,b ∈ R0 f(x,y)=((ya)^2-(xb)^2)/((ab))^2](/images/solutions/MC-solution-library-43843.jpg "[Steps Shown] Let a,b ∈ R0 f(x,y)=((ya)^2-(xb)^2)/((ab))^2")
[Steps Shown] Let a,b ∈ R0 f(x,y)=((ya)^2-(xb)^2)/((ab))^2
![[All Steps] As a part of the](/images/solutions/MC-solution-library-43844.jpg "[All Steps] As a part of the Final project Assignment, this week")
[All Steps] As a part of the Final project Assignment, this week
![[See Solution] Suppose that x has a](/images/solutions/MC-solution-library-43845.jpg "[See Solution] Suppose that x has a distribution with μ = 72 and")
[See Solution] Suppose that x has a distribution with μ = 72 and
(Solution Library) Use Table 4 to find t c for a 0.90 confidence level
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