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find the domain for y =x^2square root (x^2+5)
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all real numbers.
that is \[y=x^2*\sqrt{x^2+4}\]
5 not 4
so how would you find the vertical asymptote ?
just ask yourself where is this function not defined when where there be a negative under the square root never since x^2 is always positive so x^2+5 is always positive
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there are no vertical asy. the function is continuous everywhere
is this since the domain is real for all values of x?
yes
if we had 1/(x-1) the vertical asy would be at x=1
ahhhh thank you very much myininaya!
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if we had (x-1)/[(x-1)(x-2)] then there would be a hole at x=1 and a vertical asy at x=2
since the x-1 cancel
thank you ^.^
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