From a table, for an ordered pair (0, y), y will not be
.... From a graph, the y−intercept will not be
... From an equation, it will have the form y = mx + b where b is not
....

Answer:

0, 0, 0,

Step-by-step explanation:

I've done this before on the holt math book. Or assignment on teachhub

[tex]y[/tex] will not be [tex]\text {zero}[/tex] in all three cases.

Step-by-step explanation:

Given information:

From, an ordered pair [tex](0,y)[/tex]

If, [tex]y[/tex] becomes zero then the point will shift to origin hence

[tex]y[/tex] will not be zero.

Now , in the second case the [tex]y[/tex] will not be zero from the graph.

Now, As we are given the equation of a line

[tex]y=mx+b[/tex]

As, the line is not drawn from the origin hence it can not have the point (0,0)

Hence,also in this case [tex]y[/tex] can not be zero.

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