For each of the following relations explain if it is: -Transitive -Partial Order -Total Order R is the relation over integers where (m,n) is in the relationship if the product of the digits in m is greater than or equal to the productof the digits in n.EG. m=1223 and n = 111111 is in the relation, but m=119and n= 2321is not in the relation.(1223 has product 12 and 111111 has product of 1)
For each of the following relations explain if it is: -Transitive -Partial Order -Total Order R is the relation over integers where (m,n) is in the relationship if the product of the digits in m is greater than or equal to the productof the digits in n.EG. m=1223 and n = 111111 is in the relation, but m=119and n= 2321is not in the relation.(1223 has product 12 and 111111 has product of 1)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 79E
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For each of the following relations explain if it is:
-Transitive
-Partial Order
-Total Order
R is the relation over integers where (m,n) is in the relationship if the product of the digits in m is greater than or equal to the productof the digits in n.EG. m=1223 and n = 111111 is in the relation, but m=119and n= 2321is not in the relation.(1223 has product 12 and 111111 has product of 1)
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