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JavaScript ã§ã¯ãæ°å¤ã¯ãã¹ã¦ 64 ãããå精度浮åå°æ°ç¹æ°å½¢å¼ã§ãã IEEE 754 (ããªãã¡ã±2^â1022 㨠±2^+1023 ã®éããããã¯ããã ±10^â308 㨠±10^+308 ã®éã®æ°å¤ã53 ãããã®ç²¾åº¦ã«ãã) ã«ãããã£ã¦å®è£ ããã¦ãã¾ãã±2^53 â 1 ã¾ã§ã®æ´æ°ã¯æ£ç¢ºã«è¡¨ç¾ã§ãã¾ãã
æµ®åå°æ°ç¹æ°ã®è¡¨ç¾ã«å ãã¦ãæ°å¤å㯠3 ã¤ã®è¨å·çãªå¤ãæã£ã¦ãã¾ãã Infinityã-InfinityãNaNï¼éæ°ãnot-a-numberï¼ã§ãã
JavaScript ã«ãããä»ã®ããªããã£ãåã¨ã®é¢ããã«ã¤ãã¦ã¯ãJavaScript ã®ãã¼ã¿åã¨ãã¼ã¿æ§é ãã覧ãã ããã
4 種é¡ã®æ°å¤ãªãã©ã«ã10 鲿°ã2 鲿°ã8 鲿°ã16 鲿°ã使ç¨ãããã¨ãã§ãã¾ãã
10 鲿°
1234567890
42
10 鲿°ãªãã©ã«ã¯ã¼ã (0) ããå§ãã¦ããã以éã« 10 é²ã®æ¡ãç¶ãããã¨ãå¯è½ã§ããã0 ã«ç¶ããã¹ã¦ã®æ°å¤ã 8 ããå°ããå ´åããã®æ°å¤ã¯ 8 鲿°ã¨ãã¦è§£æããããã¨ã«æ³¨æãã¦ãã ãããããã¯å¤ãæ§æã¨è¦ãªããã 0 ã§å§ã¾ãæ°å¤ãªãã©ã«ã¯ã 8 鲿°ã¾ã㯠10 鲿°ã¨ãã¦è§£éããããã©ããã«é¢ãããã峿 ¼ã¢ã¼ãã§ã¯æ§æã¨ã©ã¼ãçºçãã¾ãããã®ããã代ããã« 0o æ¥é è¾ã使ç¨ãã¦ãã ããã
0888 // 10 鲿°ã¨ã㦠888 ã¨è§£æããã
0777 // 8 鲿°ã¨ãã¦è§£æããã 10 鲿°ã® 511 ã«ãªã
2 鲿°
2 鲿°ã®æ§æã§ã¯ãå
è¡ã¼ãã®å¾ã«å°æåã¾ãã¯å¤§æåã® "B" ã使ãã¾ã (0b ã¾ã㯠0B)ã0b ã®å¾ã®æ°å¤ã 0 ã¾ã㯠1 ã§ã¯ãªãå ´åã SyntaxError: "Missing binary digits after 0b"ï¼0b ã®å¾ã« 2 鲿°ã®æ¡ãããã¾ããï¼ ãçºçãã¾ãã
0b10000000000000000000000000000000 // 2147483648
0b01111111100000000000000000000000 // 2139095040
0B00000000011111111111111111111111 // 8388607
8 鲿°
8 鲿°ã®æ¨æºçãªæ§æã¯ãæ¥é è¾ã¨ã㦠0o ãä»ãããã®ã§ããä¾ãã°æ¬¡ã®ãããªãã®ã§ãã
0O755 // 493
0o644 // 420
8 鲿°ã«ã¯å¤ãæ§æãããã¾ãã 8 鲿°ã®åã« 0 ãä»ãããã®ã§ã 0644 === 420 ã "\045" === "%" ã¨ãªãã¾ãã 0 ã®å¾ã®æ°åã 0 ãã 7 ã®ç¯å²å¤ã®å ´åãæ°å¤ã¯ 10 鲿°ã¨ãã¦è§£éããã¾ãã
const n = 0755; // 493
const m = 0644; // 420
峿 ¼ã¢ã¼ãã§ã¯ããã® 8 鲿°æ§æãç¦æ¢ãã¦ãã¾ãã
16 鲿°
16 鲿°ã®æ§æã§ã¯ãå
è¡ã¼ãã®å¾ã«å°æåã¾ãã¯å¤§æåã® "X" ã使ãã¾ã (0x ã¾ã㯠0X)ã0x ã®å¾ã®æ°å¤ãç¯å² (0123456789ABCDEF) å¤ã®å ´åã SyntaxError: "Identifier starts immediately after numeric literal" (æ°å¤ãªãã©ã«ã®ç´å¾ã«èå¥åãããã¾ã) ãçºçãã¾ãã
0xFFFFFFFFFFFFF // 4503599627370495
0xabcdef123456 // 188900967593046
0XA // 10
ææ°è¡¨ç¾
0e-5 // 0
0e+5 // 0
5e1 // 50
175e-2 // 1.75
1e3 // 1000
1e-3 // 0.001
1E3 // 1000
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以ä¸ç¤ºãããã¹ã¦ã®ãªãã©ã«æ§æã«ããã¦ãå¯èªæ§ãæ¹åããããã«ãæ°åã®éã«ã¢ã³ãã¼ã¹ã³ã¢ (_) ãæ¿å
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1_000_000_000_000
1_050.95
0b1010_0001_1000_0101
0o2_2_5_6
0xA0_B0_C0
1_000_000_000_000_000_000_000n
æ°å¤ãªãã©ã«ã«é¢ãã詳細ã«ã¤ãã¦ã¯ãå奿æ³ã®ãªãã¡ã¬ã³ã¹ãåç §ãã¦ãã ããã
Number ãªãã¸ã§ã¯ã
çµã¿è¾¼ã¿ã® Number ãªãã¸ã§ã¯ãã¯æå¤§å¤ãNaNãç¡é大ã¨ãã£ãæ°å¤å®æ°ã®ããããã£ãæã£ã¦ãã¾ãããããã®ããããã£ã®å¤ã¯å¤æ´ã§ãã¾ãããä¸è¨ã®ããã«ä½¿ç¨ãã¾ãã
const biggestNum = Number.MAX_VALUE;
const smallestNum = Number.MIN_VALUE;
const infiniteNum = Number.POSITIVE_INFINITY;
const negInfiniteNum = Number.NEGATIVE_INFINITY;
const notANum = Number.NaN;
常ã«ä¸è¨ã®ããã«å®ç¾©æ¸ã¿ Number ãªãã¸ã§ã¯ãã®ããããã£ã常ã«åç
§ãã¦ãã ãããèªä½ãã Number ãªãã¸ã§ã¯ãã®ããããã£ã¯ä½¿ç¨ããªãã§ãã ããã
次ã®è¡¨ã¯ Number ãªãã¸ã§ã¯ãã®ããããã£ã®è¦ç´ã§ãã
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Number.MAX_VALUE |
表ç¾å¯è½ãªæ£ã®æå¤§å¤ã(±1.7976931348623157e+308) |
Number.MIN_VALUE |
表ç¾å¯è½ãªæ£ã®æå°å¤ã(5e-324) |
Number.NaN |
éæ°ã表ãç¹å¥ãªå¤ã |
Number.NEGATIVE_INFINITY |
è² ã®ç¡é大ã表ãç¹å¥ãªå¤ããªã¼ãã¼ããã¼ããéã«è¿ããã¾ãã |
Number.POSITIVE_INFINITY |
æ£ã®ç¡é大ã表ãç¹å¥ãªå¤ããªã¼ãã¼ããã¼ããéã«è¿ããã¾ãã |
Number.EPSILON |
1 㨠Number ãªãã¸ã§ã¯ãã§è¡¨ç¾å¯è½ãª 1 ãã大ããªæå°ã®æ°ã¨ã®å·® (è¨ç®æ©ã¤ãã·ãã³)ã(2.220446049250313e-16) |
Number.MIN_SAFE_INTEGER |
JavaScript ã§æ£ç¢ºã«æ±ããæå°ã®æ´æ°å¤ã(â2^53 + 1, or â9007199254740991) |
Number.MAX_SAFE_INTEGER |
JavaScript ã§æ£ç¢ºã«æ±ããæå¤§ã®æ´æ°å¤ã(+2^53 â 1, or +9007199254740991) |
| ã¡ã½ãã | 説æ |
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Number.parseFloat() |
æåå弿°ãè§£æããæµ®åå°æ°ç¹æ°ãè¿ãã¾ãã ã°ãã¼ãã«é¢æ° parseFloat() ã¨åçã |
Number.parseInt() |
æåå弿°ãè§£æããæå®ãããæ ¹ï¼åºæ°ï¼ã®æ´æ°ãè¿ãã¾ãã ã°ãã¼ãã«é¢æ° parseInt() ã¨åçã |
Number.isFinite() |
渡ãããå¤ãæéæ°ã§ãããå¦ããå¤å®ãã¾ãã |
Number.isInteger() |
渡ãããå¤ãæ´æ°ã§ãããå¦ããå¤å®ãã¾ãã |
Number.isNaN() |
渡ãããå¤ã NaNï¼éæ°ï¼ã§ãããå¦ããå¤å®ãã¾ããååã¨ãªã£ãã°ãã¼ãã«é¢æ° isNaN() ãããå¼·éãªãã¼ã¸ã§ã³ã |
Number.isSafeInteger() |
渡ãããå¤ãæ£ç¢ºã«æ±ããæ´æ°ã§ãããå¦ããå¤å®ãã¾ãã |
Number ãªãã¸ã§ã¯ãã®ãããã¿ã¤ãã¯æ§ã
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å ±ãåå¾ããã¡ã½ãããæä¾ãã¾ããæ¬¡è¡¨ã¯ Number.prototype ã®ã¡ã½ããã®è¦ç´ã§ãã
| ã¡ã½ãã | 説æ |
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toExponential() |
æ°å¤ã®ææ°è¡¨è¨ã表ãæååãè¿ãã¾ãã |
toFixed() |
æ°å¤ã®åºå®å°æ°ç¹è¡¨è¨ã表ãæååãè¿ãã¾ãã |
toPrecision() |
ç¹å®ã®ç²¾åº¦ã®åºå®å°æ°ç¹è¡¨è¨ã«ããæ°å¤ã表ãæååãè¿ãã¾ãã |
Math ãªãã¸ã§ã¯ã
çµã¿è¾¼ã¿ Math ãªãã¸ã§ã¯ãã¯æ°å¦å®æ°ããã³æ°å¦é¢æ°ã®ããã®ããããã£ã¨ã¡ã½ãããæãã¦ãã¾ããä¾ãã°ãMath ãªãã¸ã§ã¯ãã® PI ããããã£ã¯ Ï (3.141â¦) ã®å¤ãæã¡ã¾ãã以ä¸ã®ããã«ã¢ããªã±ã¼ã·ã§ã³å
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Math.PI;
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Math.sin(1.56);
Math ã®ãã¹ã¦ã®ä¸è§é¢æ°ã¡ã½ããã¯ã©ã¸ã¢ã³ã§å¼æ°ãåããã¨ã«æ³¨æãã¦ãã ããã
次表㯠Math ãªãã¸ã§ã¯ãã¡ã½ããã®è¦ç´ã§ãã
| ã¡ã½ãã | 説æ |
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abs() |
絶対å¤ã |
sin(),
cos(),
tan()
|
æ¨æºä¸è§é¢æ°ã弿°ã¯ã©ã¸ã¢ã³ã |
asin(),
acos(),
atan(),
atan2()
|
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sinh(),
cosh(),
tanh()
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åæ²ç·ä¸è§é¢æ°ã弿°ã¯åæ²ç·è§åº¦ã |
asinh(),
acosh(),
atanh()
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floor(),
ceil()
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min(),
max()
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random() |
0 ãã 1 ã®éã®ã©ã³ãã ãªæ°å¤ãè¿ãã¾ãã |
round(),
fround(),
trunc(),
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丸ãã¨åãæ¨ã¦é¢æ°ã |
sqrt(),
cbrt(),
hypot()
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sign() |
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clz32(),imul()
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32 ãããã®ãã¤ããªã¼è¡¨ç¾ã«ããå ´åã®å
è¡ã¼ãã®åæ°ãè¿ã颿°ã 2 ã¤ã®å¼æ°ã C è¨èªã®ããã« 32 ãããä¹ç®ããçµæãè¿ã颿°ã |
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è¦ããããã¨ããã JavaScript ã§ã¯ä»»æã®å¤§ããªæ´æ°ã表ãå¥ã®ãã¼ã¿åã§ããé·æ´æ° (BigInt) ãæä¾ãã¦ãã¾ãã
é·æ´æ°ã¯ã n ãæ¥å°¾è¾ã¨ããæ´æ°ãªãã©ã«ã¨ãã¦å®ç¾©ãããã¨ãã§ãã¾ãã
const b1 = 123n;
// 好ããªã ã大ããã§ããã
const b2 = -1234567890987654321n;
é·æ´æ°ã¯ã BigInt ã³ã³ã¹ãã©ã¯ã¿ã¼ã使ç¨ãã¦æ°å¤ã¾ãã¯æååå¤ããæ§ç¯ãããã¨ãã§ãã¾ãã
const b1 = BigInt(123);
// æååã使ç¨ãããã¨ã§ã精度ã®ä½ä¸ãé²ããã¨ãã§ããã
// é·ãæ°å¤ãªãã©ã«ã¯ããã®ããã«è¦ãããã®ã表ãã¦ã¨ã¯éããªãã
const b2 = BigInt("-1234567890987654321");
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const integer = 12 ** 34; // 4.9222352429520264e+36ã精度ã®ã¿ã§å¶ç´ããã
const bigint = 12n ** 34n; // 4922235242952026704037113243122008064n
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const bigintDiv = 5n / 2n; // 2nãé·æ´æ°ã«ã¯ 2.5 ããªã
Math 颿°ã¯é·æ´æ°å¤ã§ã¯ä½¿ç¨ã§ãã¾ãããæ°å¤ã§ã®ã¿æ©è½ãã¾ãã
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Unicode ã³ã¼ããã¤ã³ãã¨ã¹ã±ã¼ã
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"\u{2F804}"
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toLowerCase(),toUpperCase(),toLocaleLowerCase(),toLocaleUpperCase(),normalize(),toWellFormed()ãããã¾ãã
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console.log(
"æååã®ããã¹ãè¡ 1\n\
æååã®ããã¹ãè¡ 2",
);
// "æååã®ããã¹ãè¡ 1
// æååã®ããã¹ãè¡ 2"
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console.log(`æååã®ããã¹ãè¡ 1
æååã®ããã¹ãè¡ 2`);
// "æååã®ããã¹ãè¡ 1
// æååã®ããã¹ãè¡ 2"
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éå¸¸ã®æååå ã«å¼ãåãè¾¼ãã«ã¯ã次ã®ãããªæ§æãç¨ãã¾ãã
const five = 5;
const ten = 10;
console.log(
"Fifteen is " + (five + ten) + " and not " + (2 * five + ten) + ".",
);
// "Fifteen is 15 and not 20."
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const five = 5;
const ten = 10;
console.log(`Fifteen is ${five + ten} and not ${2 * five + ten}.`);
// "Fifteen is 15 and not 20."
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