Consider the equation $2 ^ { x } = m x + c$, where $m$ and $c$ are real constants.
Which of the following statements is/are true?
I The equation has a negative real solution only if $c > 1$.
II The equation has two distinct real solutions if $c > 1$.
III The equation has two distinct positive real solutions if and only if $c \leq 1$.
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Consider the equation $2 ^ { x } = m x + c$, where $m$ and $c$ are real constants.

Which of the following statements is/are true?

I The equation has a negative real solution only if $c > 1$.

II The equation has two distinct real solutions if $c > 1$.

III The equation has two distinct positive real solutions if and only if $c \leq 1$.