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lim (2x^4 + 20x^3/1000x^3 + 4) x → −∞ is it 1/4? or -∞
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I have a feeling it's +infinity. Because, in your function, your x^3 terms are divided by each other, that means those variables will cancel out. So you're get the limit of (2x^4 + constant). If I remember the behavior of an x^4 function, both the left and the right end extend to positive infinity.
\[2x^{4} + \frac{ 20x^{3} }{ 1000x^{3} } + 4\]
Is that the function?
@sensuelle1985
no its (2x^4 +20x^3)/(1000x^3 + 4)|dw:1395093592565:dw|
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