What does the ABC stand for in standard form Ax+By=C?

1 Answer
Jun 1, 2015

#Ax+By+C# is a generalized form (in fact the standard generalized form) for a linear equation
where #A, B, and C# are placeholders for constants (the #x# and #y# are variables).

The generalized form, #Ax+By+C#, includes equations such as
#color(white)("XXXXX")##7x+3y=98#
#color(white)("XXXXX")##(1)x+(-5)y=14#
#color(white)("XXXXX")##9261x+83y=-7491#
#color(white)("XXXXX")##color(white)("XXXXX")#any infinitely many others

By normal usage #A# should be an integer value which is not negative.