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Mathematics, 30.04.2021 23:00 aunyeabowers

Input Output Rule Input Output โˆ’4 2 โˆ’1 2 โˆ’1 โˆ’2 1 0 2 3 1) Does the table represent a function? If not, justify your reasoning. A) Yes, the table represents a function. B) No, because (โˆ’4, 2) and (โˆ’1, 2) have the same output value.. C) No, because (โˆ’1, 2) and (โˆ’1, โˆ’2) have the same input value. D) Yes, because on a graph (1, 0) will intercept the y-axis at 0. 2) Which statement is TRUE for this relation? {(โˆ’3, 2), (2, 0), (3, โˆ’ 2), (โˆ’3, 0)} A) The relation is not a function because (โˆ’3, 0) and (โˆ’3, 2) graph as a vertical line. B) The relation is not a function because (โˆ’3, 0) and (โˆ’3, 2) graph as a horizontal line. C) The relation is a function because (2, 0) and (โˆ’3, 0). intercept the y-axis at 0. D) The relation is a function because for each member of the domain only one member of the range is assigned.

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Input Output Rule Input Output โˆ’4 2 โˆ’1 2 โˆ’1 โˆ’2 1 0 2 3 1) Does the table represent a function? If no...
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