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Identify the asymptotes. y = 4 / 3x+15
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Aasymptotes is a line that a curve approaches as it heads towards infinity
Now can you find points where this function will approach infinity?
I don't get it ._.
can you find value of x where y = 4 / 3x+15 approaches to infinity?
We know that as the denominator goes to \(0\), our whole expression will "blow up" and go off to infinity so let $$3x+15=0\\3x=-15\\x=-5$$hence we have a vertical asymptote at \(x=-5\). As \(x\to\pm\infty\) however the denominator gets very large in magnitude and so our expression will grow closer and closer to \(0\) so we have a horizontal asymptote at \(y=0\).
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