(Solution Library) Prove that for any 2x2 probability matrix P the vector Y=[ 1,1 ]^T an eigenvector. Then prove theorem 3 in the 2x2
Question: Prove that for any 2x2 probability matrix P the vector \(Y={{\left[ 1,1 \right]}^{T}}\) an eigenvector. Then prove theorem 3 in the 2x2 case.
Deliverable: Word Document 
(All Steps) Solve the following using implicit differentiation
![[All Steps] There is an island 4-kilometer](/images/solutions/MC-solution-library-50567.jpg "[All Steps] There is an island 4-kilometer downstream and 1-kilometer")
[All Steps] There is an island 4-kilometer downstream and 1-kilometer
![[See] Verify that f satisfies the conditions](/images/solutions/MC-solution-library-50568.jpg "[See] Verify that f satisfies the conditions of Rolle’s Theorem")
[See] Verify that f satisfies the conditions of Rolle’s Theorem
(Solution Library) Using the principle of mean-value theorem on the indicated
(See Steps) Find the intervals on which the function increases
Confidence Interval for Mean Calculator - MathCracker.com