Give the equation of the horizontal asymptote of the function shown below. g(x)=7/(x^2+5) A. y = 0 B. x = 0 C. y = 7/5 D. y = 7
take a large value of x and see what your g(x) is.
Since the entire bottom line is not all positive numbers or 0, 1 is not an upper bound. If a>0 and all of the numbers in the bottom row of the synthetic division of P divided by x-a are positive, then a is an upper bound for the zeros of P.
Olympic, are you replying to the asymptote question?
Yes :).
y = 0 As x approaches infinity, the limit of the function is zero, so there is a horizontal asymptote at y = 0.
The first answer i gave was wrong :), But i fixed it :).
yes that is correct. I was confused about the other post.
lol, :)
Sorry i put the wrong thing :).
It was supposed to be the other one :).
Sorry it took m so long :), And thank you @jkristia for correcting my mistake :).
me*
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