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without graphing, how do you find the limits as the equation (2x^2 +3)/(5x^2 + 7) goes to positive and negative infinity without graphing? how do I support the claims
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What is the degree of the numerator
\[2x ^{2}\]
two x squared
that's the leading term
the degree is the exponent
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so the degree of the numerator is 2
the degree of the denominator is also 2
correct.
so because the two degrees are equal, you take the ratio of the leading terms or the ratio of the leading coefficients
ok so that would be 2/5. so is that the horizontal asymptote?
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yes
so this means that as x -->oo, then f(x) --> 2/5
similarly, as x -->-oo, f(x) --> 2/5
perfect thank you so much
np
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