3-5 MathÃþ§O

1. MathÃþ§O´£¨Ñ¼Æ¾Ç¨ç¼Æ©M¼Æ¾Ç±`¼Æ¨âºØ¡C

2. ¼Æ¾Ç¨ç¼Æ¨Ï¥ÎMath.method(parameter)ªº»yªk©I¥s¡C

3. ¼Æ¾Ç±`¼Æ¨Ï¥ÎMath.constantªº»yªk©I¥s¡C

4. ¦bMathÃþ§O¤¤¡A¨¤«×ªº³æ¦ì¬°©·«×¡]Ñy¡Aradian¡^¡C

5. ¨¤«×ªº«×¼Æ¡]degree¡^¥i¥H§Q¥Î¤U­±ªº¤½¦¡¨ÓÂà´«¡G

      radian= degree * Math.PI / 180

      Math.PI¬°¼Æ¾Ç±`¼Æ¡A¨ä­È¬°3.14159265358979

   ­pºâsin30˚­È¡C

val = Math. sin(30*Math.PI/180);

Math. sin¬°¤T¨¤¨ç¼Æªº¥¿©¶¨ç¼Æ¡C

Math¨ç¼Æ¡]¤èªk¡^

¤è ªk

»¡  ©ú

Math.abs(x)

|x|¡Aµ´¹ï­È¡C

Math.acos (x)

cos-1(x)¡A¤Ï¾l©¶¨ç¼Æ¡A¶Ç¦^¼Æ­Èªº³æ¦ì¬°©·«×¡C

Math.asin(x)

sin-1(x)¡A¤Ï¥¿©¶¨ç¼Æ¡A¶Ç¦^¼Æ­Èªº³æ¦ì¬°©·«×¡C

Math.atan(x)

tan -1(y/x)¡A¤Ï¥¿¤Á¨ç¼Æ¡A¶Ç¦^¼Æ­Èªº³æ¦ì¬°©·«×¡C

Math.atan2(y,x)

tan-1(y/x)¡A¤Ï¥¿¤Á¨ç¼Æ¡A¶Ç¦^¼Æ­Èªº³æ¦ì¬°©·«×¡C

Math.ceil(x)

¶Ç¦^¤j©óxªº³Ì¤p¾ã¼Æ¡C

¨Ò¡GMath. ceil(3.5) ¡÷ 4

Math.cos(x)

cos(x)¡A¾l©¶¨ç¼Æ¡Axªº³æ¦ì¬°©·«×¡C

Math.exp(x)

ex¡A¥He¬°©³ªº«ü¼Æ¨ç¼Æ¡C

Math.floor(x)

¶Ç¦^¤p©óxªº³Ì¤j¾ã¼Æ¡C

¨Ò¡GMath. floor(3.5) ¡÷ 3

Math.log(x)

ln(x) ¡A¥He¬°©³ªº¦ÛµM¹ï¼Æ¨ç¼Æ¡C

Math.max(x, y)

¶Ç¦^x»Py¤¤¸û¤j­È¡C

Math.min(x, y)

¶Ç¦^x»Py¤¤¸û¤p­È¡C

Math.pow(x, y)

xy¡Axªºy¦¸¤è¡C

Math.random( )

¶Ç¦^µêÀÀ¶Ã¼Æn¡A¨ä¤¤0<n¡Õ1

Math.round(x)

¶Ç¦^x¥|±Ë¤­¤J«áªº¾ã¼Æ¡C

Math.sin(x)

sin(x)¡A¥¿©¶¨ç¼Æ¡Axªº³æ¦ì¬°©·«×¡C

Math.sqrt(x)

¡Ôx¡A¥­¤è®Ú¡Ax¡Ù0¡C

Math.tan(x)

tan(x)¡A¥¿¤Á¨ç¼Æ¡Axªº³æ¦ì¬°©·«×¡C

Math±`¼Æ

±`¼Æ

»¡©ú

Math.E

e¬°2.71828182845905

Math.LN10

ln10¬°2.30258509299405

Math.LN2

ln2¬°0.693147180559945

Math.LOG10E

log10 e¬°0.434294481903252

Math.LOG2E

log2 e¬°1.44269504088896

 Math.Math.PI

£k¬°3.14159265358979

Math.SQRT1_2

1/ ¡Ô2¬°0.707106781186548

Math.SQRT2

¡Ô2¬°1.4142135623731

 

 


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min = 50;

max = 60;

for( i =1 ; i <= 5 ; i++ ){

      trace(Math.floor(Math. random()*(max-min+1)+min));

}

¸Ñ»¡¡G

¦æ01~02¡G50~60¤§¶¡¦³11­Ó¾ã¼Æ¡C

¦æ04¡Gmax-min+1  ­pºâ¨â­Ó¾ã¼Æ¤§¶¡¦³¦h¤Ö­Ó¾ã¼Æ¡C

¦æ04¡GMath.random()²£¥Í0¡Øn¡Õ1¤§¶¡µêÀÀ¶Ã¼Æ¡C

¦æ04¡GMath.random()*(max-min+1)²£¥Í50¡Øn¡Õ61¤§¶¡µêÀÀ¶Ã¼Æ¡A¦¹¶Ã¼Æ¬°¯BÂI¼Æ¡C

¦æ04¡GMath.floor¨ç¼Æ¶Ç¦^¤p©óxªº³Ì¤j¾ã¼Æ¡C¥»½d¨Ò¬°±N¥¿¼Æ¤¤¤p¼Æ³¡¥÷±Ë¥h¡A¥u¯d¾ã¼Æ¡C