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Match the function written as a rule to the function written as a subset of the Cartesian product of the domain and codomain. Efla) = 3, f(b) = 1, f(c) = 2, f(d) = 5, f(e)= 4 a ((a,3),(b,1),(c,2),(d,5),(e,4)) Ef(1) = b, f(2) = c, f(3) = a, f(4)= e, f(5)=d b. ((3,a),(1,b),(2,c),(5,d),(4,e)) fla) = 3, f(b) = 1, f(c)=5, f(d) =2, f(e)= 4 c. (a,3),(b,1),(c,5),(d,2),(e,4)} Ef(1) = b, f(2) =Dd, f(3)=a, f(4)= e, f(5) =c d. ((3,a),(1,b),(5,c),(2,d),(4,e)) Efla) = 3, f(b)= 1, f(c)=2, f(d) = 4, f(e) =5 e. ((a,3),(b,1),(c,2),(d,4),(e,5)

Match the function written as a rule to the function written as a subset of the Cartesian product of the domain and codomain. Efla) = 3, f(b) = 1, f(c) = 2, f(d) = 5, f(e)= 4 a ((a,3),(b,1),(c,2),(d,5),(e,4)) Ef(1) = b, f(2) = c, f(3) = a, f(4)= e, f(5)=d b. ((3,a),(1,b),(2,c),(5,d),(4,e)) fla) = 3, f(b) = 1, f(c)=5, f(d) =2, f(e)= 4 c. (a,3),(b,1),(c,5),(d,2),(e,4)} Ef(1) = b, f(2) =Dd, f(3)=a, f(4)= e, f(5) =c d. ((3,a),(1,b),(5,c),(2,d),(4,e)) Efla) = 3, f(b)= 1, f(c)=2, f(d) = 4, f(e) =5 e. ((a,3),(b,1),(c,2),(d,4),(e,5)

Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter4: Writing Linear Equations
Section: Chapter Questions
Problem 7CA
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QUESTION 27 Match the function written as a rule to the function written as a subset of the Cartesian product of the domain and codomain. Ef(a) = 3, f(b) = 1, f(c) = 2, f(d) = 5, f(e)= 4 a. ((a,3).(b,1).(c,2),(d,5),(e,4)) - f(1) = b, f(2) = c, f(3) = a, f(4) = e, f(5) = d b. (3,a),(1,b),(2,c),(5,d).(4,e)) Ef(a) = 3, f(b) = 1, f(c) = 5, f(d) = 2, f(e)= 4 c. (a,3),(b,1),(c,5),(d,2),(e,4) Ef(1) = b, f(2) = d, f(3) = a, f(4) = e, f(5)= c d. ((3,a).(1,b),(5,c),(2,d),(4,e)) Efla) = 3, f(b) = 1, f(c)=2, f(d) = 4, f(e)= 5 e. ((a,3),(b,1),(c,2),(d,4),(e,5)
Transcribed Image Text:QUESTION 27 Match the function written as a rule to the function written as a subset of the Cartesian product of the domain and codomain. Ef(a) = 3, f(b) = 1, f(c) = 2, f(d) = 5, f(e)= 4 a. ((a,3).(b,1).(c,2),(d,5),(e,4)) - f(1) = b, f(2) = c, f(3) = a, f(4) = e, f(5) = d b. (3,a),(1,b),(2,c),(5,d).(4,e)) Ef(a) = 3, f(b) = 1, f(c) = 5, f(d) = 2, f(e)= 4 c. (a,3),(b,1),(c,5),(d,2),(e,4) Ef(1) = b, f(2) = d, f(3) = a, f(4) = e, f(5)= c d. ((3,a).(1,b),(5,c),(2,d),(4,e)) Efla) = 3, f(b) = 1, f(c)=2, f(d) = 4, f(e)= 5 e. ((a,3),(b,1),(c,2),(d,4),(e,5)
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