二进制转十六进制在线转换器 | 程序员开发工具（支持浮点/补码）

专业二进制转十六进制在线转换工具，支持浮点数与内存地址转换，实时显示补码运算过程。提供ASCII码对照表。

2进制到16进制的转换表

2进制	对应的16进制	2进制->16进制
1	1	1 -> 1
10	2	10 -> 2
11	3	11 -> 3
100	4	100 -> 4
101	5	101 -> 5
110	6	110 -> 6
111	7	111 -> 7
1000	8	1000 -> 8
1001	9	1001 -> 9
1010	a	1010 -> a
1011	b	1011 -> b
1100	c	1100 -> c
1101	d	1101 -> d
1110	e	1110 -> e
1111	f	1111 -> f
10000	10	10000 -> 10
10001	11	10001 -> 11
10010	12	10010 -> 12
10011	13	10011 -> 13
10100	14	10100 -> 14
10101	15	10101 -> 15
10110	16	10110 -> 16
10111	17	10111 -> 17
11000	18	11000 -> 18
11001	19	11001 -> 19
11010	1a	11010 -> 1a
11011	1b	11011 -> 1b
11100	1c	11100 -> 1c
11101	1d	11101 -> 1d
11110	1e	11110 -> 1e
11111	1f	11111 -> 1f
100000	20	100000 -> 20
100001	21	100001 -> 21
100010	22	100010 -> 22
100011	23	100011 -> 23
100100	24	100100 -> 24
100101	25	100101 -> 25
100110	26	100110 -> 26
100111	27	100111 -> 27
101000	28	101000 -> 28
101001	29	101001 -> 29
101010	2a	101010 -> 2a
101011	2b	101011 -> 2b
101100	2c	101100 -> 2c
101101	2d	101101 -> 2d
101110	2e	101110 -> 2e
101111	2f	101111 -> 2f
110000	30	110000 -> 30
110001	31	110001 -> 31
110010	32	110010 -> 32
110011	33	110011 -> 33
110100	34	110100 -> 34
110101	35	110101 -> 35
110110	36	110110 -> 36
110111	37	110111 -> 37
111000	38	111000 -> 38
111001	39	111001 -> 39
111010	3a	111010 -> 3a
111011	3b	111011 -> 3b
111100	3c	111100 -> 3c
111101	3d	111101 -> 3d
111110	3e	111110 -> 3e
111111	3f	111111 -> 3f
1000000	40	1000000 -> 40
1000001	41	1000001 -> 41
1000010	42	1000010 -> 42
1000011	43	1000011 -> 43
1000100	44	1000100 -> 44
1000101	45	1000101 -> 45
1000110	46	1000110 -> 46
1000111	47	1000111 -> 47
1001000	48	1001000 -> 48
1001001	49	1001001 -> 49
1001010	4a	1001010 -> 4a
1001011	4b	1001011 -> 4b
1001100	4c	1001100 -> 4c
1001101	4d	1001101 -> 4d
1001110	4e	1001110 -> 4e
1001111	4f	1001111 -> 4f
1010000	50	1010000 -> 50
1010001	51	1010001 -> 51
1010010	52	1010010 -> 52
1010011	53	1010011 -> 53
1010100	54	1010100 -> 54
1010101	55	1010101 -> 55
1010110	56	1010110 -> 56
1010111	57	1010111 -> 57
1011000	58	1011000 -> 58
1011001	59	1011001 -> 59
1011010	5a	1011010 -> 5a
1011011	5b	1011011 -> 5b
1011100	5c	1011100 -> 5c
1011101	5d	1011101 -> 5d
1011110	5e	1011110 -> 5e
1011111	5f	1011111 -> 5f
1100000	60	1100000 -> 60
1100001	61	1100001 -> 61
1100010	62	1100010 -> 62
1100011	63	1100011 -> 63
1100100	64	1100100 -> 64
1100101	65	1100101 -> 65
1100110	66	1100110 -> 66
1100111	67	1100111 -> 67
1101000	68	1101000 -> 68
1101001	69	1101001 -> 69
1101010	6a	1101010 -> 6a
1101011	6b	1101011 -> 6b
1101100	6c	1101100 -> 6c
1101101	6d	1101101 -> 6d
1101110	6e	1101110 -> 6e
1101111	6f	1101111 -> 6f
1110000	70	1110000 -> 70
1110001	71	1110001 -> 71
1110010	72	1110010 -> 72
1110011	73	1110011 -> 73
1110100	74	1110100 -> 74
1110101	75	1110101 -> 75
1110110	76	1110110 -> 76
1110111	77	1110111 -> 77
1111000	78	1111000 -> 78
1111001	79	1111001 -> 79
1111010	7a	1111010 -> 7a
1111011	7b	1111011 -> 7b
1111100	7c	1111100 -> 7c
1111101	7d	1111101 -> 7d
1111110	7e	1111110 -> 7e
1111111	7f	1111111 -> 7f
10000000	80	10000000 -> 80
10000001	81	10000001 -> 81
10000010	82	10000010 -> 82
10000011	83	10000011 -> 83
10000100	84	10000100 -> 84
10000101	85	10000101 -> 85
10000110	86	10000110 -> 86
10000111	87	10000111 -> 87
10001000	88	10001000 -> 88
10001001	89	10001001 -> 89
10001010	8a	10001010 -> 8a
10001011	8b	10001011 -> 8b
10001100	8c	10001100 -> 8c
10001101	8d	10001101 -> 8d
10001110	8e	10001110 -> 8e
10001111	8f	10001111 -> 8f
10010000	90	10010000 -> 90
10010001	91	10010001 -> 91
10010010	92	10010010 -> 92
10010011	93	10010011 -> 93
10010100	94	10010100 -> 94
10010101	95	10010101 -> 95
10010110	96	10010110 -> 96
10010111	97	10010111 -> 97
10011000	98	10011000 -> 98
10011001	99	10011001 -> 99
10011010	9a	10011010 -> 9a
10011011	9b	10011011 -> 9b
10011100	9c	10011100 -> 9c
10011101	9d	10011101 -> 9d
10011110	9e	10011110 -> 9e
10011111	9f	10011111 -> 9f
10100000	a0	10100000 -> a0
10100001	a1	10100001 -> a1
10100010	a2	10100010 -> a2
10100011	a3	10100011 -> a3
10100100	a4	10100100 -> a4
10100101	a5	10100101 -> a5
10100110	a6	10100110 -> a6
10100111	a7	10100111 -> a7
10101000	a8	10101000 -> a8
10101001	a9	10101001 -> a9
10101010	aa	10101010 -> aa
10101011	ab	10101011 -> ab
10101100	ac	10101100 -> ac
10101101	ad	10101101 -> ad
10101110	ae	10101110 -> ae
10101111	af	10101111 -> af
10110000	b0	10110000 -> b0
10110001	b1	10110001 -> b1
10110010	b2	10110010 -> b2
10110011	b3	10110011 -> b3
10110100	b4	10110100 -> b4
10110101	b5	10110101 -> b5
10110110	b6	10110110 -> b6
10110111	b7	10110111 -> b7
10111000	b8	10111000 -> b8
10111001	b9	10111001 -> b9
10111010	ba	10111010 -> ba
10111011	bb	10111011 -> bb
10111100	bc	10111100 -> bc
10111101	bd	10111101 -> bd
10111110	be	10111110 -> be
10111111	bf	10111111 -> bf
11000000	c0	11000000 -> c0
11000001	c1	11000001 -> c1
11000010	c2	11000010 -> c2
11000011	c3	11000011 -> c3
11000100	c4	11000100 -> c4
11000101	c5	11000101 -> c5
11000110	c6	11000110 -> c6
11000111	c7	11000111 -> c7
11001000	c8	11001000 -> c8