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c. ln|x-sqrt(x^(2)+1)|+C d. ln|x^(2)-sqrt(x^(2))+1|+C 18. If int_0^(infty ) e^(-x^(2))dx=(sqrt(pi ))/(2) , then int_0^(infty ) (e^(-x))/(sqrt(x))dx is a. (sqrt(pi ))/(2) b. sqrt(pi )
c.
ln|x-\\\\sqrt(x^(2)+1)|+C
d.
ln|x^(2)-\\\\sqrt(x^(2))+1|+C
\ 18. If
\\\\int_0^(\\\\infty ) e^(-x^(2))dx=(\\\\sqrt(\\\\pi ))/(2)
, then
\\\\int_0^(\\\\infty ) (e^(-x))/(\\\\sqrt(x))dx
is\ a.
(\\\\sqrt(\\\\pi ))/(2)
\ b.
\\\\sqrt(\\\\pi )
\ c.
\\\\pi
\ d.
(\\\\pi )/(2)
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