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Çó¼«ÏÞLimit[n^2 ln(n*tan[1/n]), n -> \[Infinity]]. Èçͼ¡£ÒªÇó²»ÄÜÓÃÌ©ÀÕÕ¹¿ª×ö¡£

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huangbl2014

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ÒýÓûØÌû:
9Â¥: Originally posted by weiweiai at 2015-12-04 23:02:30
n^2*ln(n*tan(1/n))=n^2*(n*tan(1/n)-1)=n^2*(tan(1/n)-(1/n))/(1/n)
Áît=(1/n),»¯¼òµÃµ½lim£¨tant-t)/t^3,Â屨´ï·¨Ôò»¯Îªlim((sect)^2-1)/t^3=lim((tant)^2)/(3t^2)=1/3

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10Â¥2015-12-04 23:12:03
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wurongjun

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huangbl2014: ½ð±Ò+20, ¡ï¡ï¡ïºÜÓаïÖú 2015-12-04 22:32:42
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tan(1/n)~1/n+1/n^3/3
n*tan(1/n)~1+1/n^2/3
ln(1+1/n^2/3)~1/n^2/3
n^2*ln(1+1/n^2/3)¡ú1/3
ÉÆ¶ñµ½Í·ÖÕÓб¨,È˼äÕýµÀÊDz×É£.
2Â¥2015-12-04 21:59:19
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huangbl2014

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ÒýÓûØÌû:
2Â¥: Originally posted by wurongjun at 2015-12-04 21:59:19
µÈ¼ÛÎÞÇîС´ú»»
tan(1/n)~1/n+1/n^3/3
n*tan(1/n)~1+1/n^2/3
ln(1+1/n^2/3)~1/n^2/3
n^2*ln(1+1/n^2/3)¡ú1/3

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3Â¥2015-12-04 22:03:28
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wurongjun

ר¼Ò¹ËÎÊ (Ö°Òµ×÷¼Ò)

ÒýÓûØÌû:
3Â¥: Originally posted by huangbl2014 at 2015-12-04 22:03:28
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