In $a^{2} x^{2} + a x$ , if $^{'} a^{'}$ is constant and $^{'} x^{'}$ is a variable,
this expression would become a polynomial in ___ variable(s). (Write in words)

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Solution

In this expression,
$a^{2} x^{2}$ and $a x$ are the two terms.
Since it is given that $^{'} a^{'}$ is a constant and $^{'} x^{'}$ is a variable,
we can see that there is only one variable $^{'} x^{'}$ in the polynomial
thus making it a polynomial in one variable.

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In a2x2+ax, if ′a′ is constant and ′x′ is a variable, this expression would become a polynomial in ___ variable(s). (Write in words)

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In $a^{2} x^{2} + a x$ , if $^{'} a^{'}$ is constant and $^{'} x^{'}$ is a variable,
this expression would become a polynomial in ___ variable(s). (Write in words)

In this expression,
$a^{2} x^{2}$ and $a x$ are the two terms.
Since it is given that $^{'} a^{'}$ is a constant and $^{'} x^{'}$ is a variable,
we can see that there is only one variable $^{'} x^{'}$ in the polynomial
thus making it a polynomial in one variable.