WHOEVER ANSWERS THIS GETS A MEDAL AND A FAN <3 Ok so they're asking whether these equations are a direct variation, and if they are, whats the constant variation? 4y=x & y/x=3
so a direct variation equation is in the form y = kx k is the constant of variation... so in each equation, make y the subject
so for the 1st equation, divide both sides by 4 in the 2nd equation. multiply both sides of the equation by x... hope it helps
So basically I just flip them around? For the first one would K = 4 then..?
not quite 4y = x divide both sides by 4 to get y = ?x what would ? be..? it's not 4
Hmm....this confuses me but I suppose then it's just not a direct variation then?
well its \[\frac{4y}{4} = \frac{x}{4} \] which simplifies to \[y = \frac{1}{4} x\] so what is the constant of variation
OH! so then the constant of variation is 1/4...right..?
How about the second equation? y/x=3 Would it look something like this..? y=3*x
yep
correct for both questions
thanks!
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