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what is indirect variation
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Direct variation is given by an equation, \(\LARGE\color{black}{ y=k\times x }\) Where k is a (reaL) number, (not a variable).
Indirect variation is similar \(\LARGE\color{black}{ y=(k\times x) +b }\) (where b and k are numbers, that can be the same, but not necessarily the same)
Basically, Direct variation, \(\LARGE\color{black}{ y=mx+b }\) when b=0. Indirect variation, \(\LARGE\color{black}{ y=mx+b }\) when b≠0
(Ooops, refresh please)
Any line that goes through (0,0) is a (graph of a) direct variation, and any line that doesn't go through (0,0) (i other words, it has non-zero x and y intercepts) that is a (graph of an) indirect variation.
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