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Choice A is correct. Each of the given choices gives three values of $x$: $0$, $2$, and $4$. Substituting $0$ for $x$ in the given equation yields $y=70\left(0\right)+8$, or $y=8$. Therefore, when $x=0$, the corresponding value of $y$ for the given equation is $8$. Substituting $2$ for $x$ in the given equation yields $y=70\left(2\right)+8$, or $y=148$. Therefore, when $x=2$, the corresponding value of $y$ for the given equation is $148$. Substituting $4$ for $x$ in the given equation yields $y=70\left(4\right)+8$, or $y=288$. Therefore, when $x=4$, the corresponding value of $y$ for the given equation is $288$. Thus, if the three values of $x$ are $0$, $2$, and $4$, then their corresponding values of $y$ are $8$, $148$, and $288$, respectively, for the given equation.

Choice B is incorrect. This table gives three values of $x$ and their corresponding values of $y$ for the equation $y=4x+70$.

Choice C is incorrect and may result from conceptual or calculation errors.

Choice D is incorrect and may result from conceptual or calculation errors.