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$BA0(B
-
$B>e(B
-
$B
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$BL\
-
Math
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$BIbF0>.?tE@1i;;$r%5%]!<%H$9$k%/%i%9!%(BMath$B%b%8%e!<%k$OF1$8Dj5A(B
$B$N%a%=%C%I$HFC0[%a%=%C%I$H$NN>J}$,Dj5A$5$l$F$$$k$N$G!$FC0[%a(B
$B%=%C%I$r8F$S=P$7$F;H$&;H$$J}$H!$%/%i%9$K%$%s%/%k!<%I$7$F;H$&(B
$B;H$$J}$H$NN>J}$,$G$-$^$9!%(B
$BNc(B:
pi = Math.atan2(1, 1)*4;
include Math
pi2 = atan2(1, 1)*4
-
$B%b%8%e!<%k4X?t(B:
-
-
atan2(y, x)
-
$B&P!A(B-$B&P$NHO0O$G(Bx/y$B$N%"!<%/%?%s%8%'%s%H(B
$B$rJV$7$^$9!%(B
cos(x)
-
sin(x)
-
tan(x)
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-1$B!A(B1$B$NHO0O$G%i%8%"%s$GI=$5$l$?(Bx$B$N;03Q4X?t$NCM$rJV$7$^$9!%(B
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exp(x)
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x$B$N;X?t4X?t$NCM$rJV$7$^$9!%(B
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frexp(x)
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$Bx$B$N;X?tIt$H2>?tIt$rJV$7$^$9!%(B
-
ldexp(x,exp)
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$Bx$B$K(B2$B$N(Bexp$B>h$r$+$1$??t$rJV$7$^$9!%(B
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log(x)
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x$B$N<+A3BP?t$rJV$7$^$9!%(B
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log10(x)
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x$B$N>oMQBP?t$rJV$7$^$9!%(B
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sqrt(x)
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x$B$NJ?J}:,$rJV$7$^$9!%(Bx$B$NCM$,Ii$G$"$k;~(B
$B$K$ONc30$,H/@8$7$^$9!%(B
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$BDj?t(B:
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PI
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$B1_<~N((B
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E
-
e
$BA0(B
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$B>e(B
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$B
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$BL\
matz@netlab.co.jp
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