1 2 3 4. 0. 4 .3 2340 3 1. 42 3. 3. 40 4 4321 4 4 01 3 a) How can we immediately tell from these tables that the operations of addition and multiplication are commutative? row and colums egeello the ud. squ b) How can we conclude from the addition table that 0 is an additive identity? c) How can we conclude from the addition table that every element has an additive inverse relative to 0? itinligation table that 1 is a multinlicativve identity? 1, 1. 21 1,
1 2 3 4. 0. 4 .3 2340 3 1. 42 3. 3. 40 4 4321 4 4 01 3 a) How can we immediately tell from these tables that the operations of addition and multiplication are commutative? row and colums egeello the ud. squ b) How can we conclude from the addition table that 0 is an additive identity? c) How can we conclude from the addition table that every element has an additive inverse relative to 0? itinligation table that 1 is a multinlicativve identity? 1, 1. 21 1,
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section: Chapter Questions
Problem 22RE
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