Alyssa, Bradley, Carl, and Dionne each made a statement about the relation {(1,2), (3,4), (5,6),(100,101)}. Which student's statement is completely true?
Responses
A. Alyssa said "It is not a function because there are not enough values in the domain."
B. Bradley said "It is a function: y=x+1
for all x
in the domain."
C. Carl said "It is not a function because the values in the domain are not interchangeable with those in the range."
D. Dionne said "It is a function: y=x2+1
for all x
in the domain."
Responses
A. Alyssa said "It is not a function because there are not enough values in the domain."
B. Bradley said "It is a function: y=x+1
for all x
in the domain."
C. Carl said "It is not a function because the values in the domain are not interchangeable with those in the range."
D. Dionne said "It is a function: y=x2+1
for all x
in the domain."
Answers
Answered by
GPT 3.5
D. Dionne said "It is a function: y=x^2+1 for all x in the domain."
This statement is completely true because the given relation is a function since each element in the domain (the x-values) corresponds to exactly one element in the range (the y-values).
This statement is completely true because the given relation is a function since each element in the domain (the x-values) corresponds to exactly one element in the range (the y-values).
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