How do you graph $3x-5y=-9$ ?

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Answer 1 · 2018-05-20T15:51:24

$y=3/5x+9/5$

$3x-5y=-9$

let's convert it to slope point form $y=mx+b$

$3x-5y=-9$

$-5y=-3x-9$

$(-5y)/-5=(-3x-9)/-5$

$y=3/5x+9/5$

so the slope $m=3/5$ and the y-intercept $b=9/5$

graph{y=3/5x+9/5 [-11.875, 8.125, -3.4, 6.6]}

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