2. Let V be the set of all real numbers with the two operations and defined by u v=u+v- 2 and ku = ku+ (1+ k) (a) Compute 201 Solution : 201 = (b) Compute 083 Solution : 083 = (c) Verify Ariom 4: Solution : We have u ) = role of %3! %3D = u for every u = u in V; thus the nu: the zero vector in V; so 0 = (d) Verify Axiom 5: Solution : For each u = u in V, we have %3D 0: thus the number
2. Let V be the set of all real numbers with the two operations and defined by u v=u+v- 2 and ku = ku+ (1+ k) (a) Compute 201 Solution : 201 = (b) Compute 083 Solution : 083 = (c) Verify Ariom 4: Solution : We have u ) = role of %3! %3D = u for every u = u in V; thus the nu: the zero vector in V; so 0 = (d) Verify Axiom 5: Solution : For each u = u in V, we have %3D 0: thus the number
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.6: Inequalities
Problem 80E
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