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Goldenwind
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[SOLVED] Easy question, unsure if this even counts as calc
14) Show that if a, b, and c are real numbers and a != 0, then there is a unique solution of the equation ax + b = c.
I'm asking this question here, as it seems TOO easy to be asked in my propositional calculus course.
The easiest way for me to solve this is to choose numbers a, x, b, and c such that the equation holds, therefore demonstrating that there is a unique solution.
Is this what they're asking of me?
Or do I need to find numbers a, b, c such that the equation holds for all values of x?
I dunno. It just seems too simple...
Homework Statement
14) Show that if a, b, and c are real numbers and a != 0, then there is a unique solution of the equation ax + b = c.
I'm asking this question here, as it seems TOO easy to be asked in my propositional calculus course.
The easiest way for me to solve this is to choose numbers a, x, b, and c such that the equation holds, therefore demonstrating that there is a unique solution.
Is this what they're asking of me?
Or do I need to find numbers a, b, c such that the equation holds for all values of x?
I dunno. It just seems too simple...