select the correct row in the table.\nwhich row of the table reveals the y-intercept of function f?\n| x |…

select the correct row in the table.\nwhich row of the table reveals the y-intercept of function f?\n| x | f(x) |\n| -1 | 2⅓ |\n| 0 | 2 |\n| 1 | 0 |\n| 2 | -6 |\n| 3 | -24 |

select the correct row in the table.\nwhich row of the table reveals the y-intercept of function f?\n| x | f(x) |\n| -1 | 2⅓ |\n| 0 | 2 |\n| 1 | 0 |\n| 2 | -6 |\n| 3 | -24 |

Answer

Explanation:

Step1: Recall y-intercept definition

The y-intercept of a function ( f(x) ) occurs where ( x = 0 ), as the y-intercept is the point where the graph intersects the y-axis (and on the y-axis, ( x = 0 )).

Step2: Find row with ( x = 0 )

In the table, look for the row where ( x = 0 ). The corresponding ( f(x) ) value in that row is the y-intercept. The row with ( x = 0 ) has ( f(x)=2 ).

Answer:

The row where ( x = 0 ) (and ( f(x) = 2 )) reveals the y - intercept. Specifically, the row with ( x = 0 ) and ( f(x)=2 ) (the second row in the table as presented, with ( x = 0 ) and ( f(x)=2 )).