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A Selection of Problems from A.A. Markov’s Calculus of Probabilities: Problem 4 – Numerical Examples

Author(s): 
Alan Levine (Franklin and Marshall College)

 

Review statement of Problem 4.

 

Numerical examples:

1)  p=q=12, l=1, m=2.

(L)=p(1+q)=2pq(1+12pq)=34,(M)=q2=14.

2)  p=25, q=35, l=2, m=3.

(L)=p2{1+2q+3q2}=6p2q2{1+23pq+16p2q2}=328625.(M)=q3{1+3p}=4q3p{1+14qp}=297625.

 

Continue to Markov's statement of Problem 8.

 

Alan Levine (Franklin and Marshall College), "A Selection of Problems from A.A. Markov’s Calculus of Probabilities: Problem 4 – Numerical Examples," Convergence (November 2023)

A Selection of Problems from A.A. Markov’s Calculus of Probabilities