The given equation is -6x + 69 = y.

To determine if an equation is a function, we need to see if for every input (x), there is exactly one output (y).

In this equation, for every value of x, there is only one corresponding value of y. This is because each x is multiplied by -6 and then 69 is added to it to get y.

Therefore, the given equation is a function.

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The given equation is -6x + 69 = y.

To determine if an equation is a function, we need to see if for every input (x), there is exactly one output (y).

In this equation, for every value of x, there is only one corresponding value of y. This is because each x is multiplied by -6 and then 69 is added to it to get y.

Therefore, the given equation is a function.

Knowee AI · Accepted Answer

The given equation is -6x + 69 = y.

To determine if an equation is a function, we need to see if for every input (x), there is exactly one output (y).

In this equation, for every value of x, there is only one corresponding value of y. This is because each x is multiplied by -6 and then 69 is added to it to get y.

Therefore, the given equation is a function.

Determine whether the equation is a function. -6x + + 69 = y

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