🚀 go-pugleaf

$@DI5-!#(J
>>>>> On 14 Apr 92 18:18:43, kaneko@icsi.Berkeley.EDU (Seiji Kaneko) said:
|> 0 < (m)^(1/3)- (m-1)^(1/3) < 10^(-3)

y = x^(1/3)-(x-1)^(1/3)

$@$,C1D48:>/!"$+$D@5$G$"$k$3$H$r<($9I,MW$,$"$j$^$9$M!#$G$b!"(J
$@!XL@$i$+!Y!"$G==J,$G$7$g$&$,!#(J

|> $@$3$N<0(J$@$r$^$H$b$K2r$$$F$b$$$$$,!"(Jy = x^(1/3)$@$r9M$($k$H!">e(J
|> $@$NITEy<0$NCf1{$N9`$O$3$N4X?t$N(Jx = m$@$KCV$1$k@\@~(J$@$N79$-$h$j(J
|> $@6O$+$KBg$-$/!"$+$D(Jm$@$,==J,$KBg$-$$0Y$[$\Ey$7$$!#6a;w$N0Y!"(J
|> $@@\@~$KCV$-49$($F>e5-4X?t$r(J$@HyJ,$9$k$H(J

$@:G=i$+$i4X?t(J y = x^(1/3) $@$N@\@~$K;}$A9~$s$@J}$,e:No$+$bCN$l(J
$@$J$$!#(J

|> $@$G$"$j!"5a$a$k>r7o(J$@$r8+$?$7$F$$$k!#$^$?!"(J18^3 + 1$@$NN)J}:,(J
|> $@$r5a$a$k$H(J
|> 18^3+1 = 5833; (5833)^(1/3) = 18.00102875xxx
|> $@$H$J$j!"3N$+$K(Jn = 19$@$,:G>/$HJ,$+$k!#(J

n=18$@$N%A%'%C%/$OITMW$G$9!#C1$KG0$N0Y!#(J
--
Seiji Kaneko  kaneko@icsi.Berkeley.EDU,kaneko@sdl.hitachi.co.jp
..................................... 76270.2466@compuserve.com