Zweierkomplement-Rechner

Um eine Dezimal- oder Binärzahl in ein Zweierkomplement umzuwandeln, füllen Sie die erforderlichen Felder aus und klicken Sie auf die Schaltfläche „Berechnen“.

For Addition of two's complements Click

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Table of Contents:

Two’s (2's) complement Calculator
How to convert decimals into binary numbers?
How to find two’s complement of a negative integer?

Two’s (2's) complement Calculator

Two's complement calculator can help you calculate the binary value of negative decimals. This two’s complement converter will find two complements of the binary number and convert it to the corresponding negative decimal.

How to convert decimals into binary numbers?

Converting decimals into binary requires effort but it is easy to understand. Let’s consider we want to convert 15 into binary digits.

We’ll first write the powers of two to the closest maximum. In this case 2 to the power of 4.

Two's

So the binary representation of 15 is “1111” (Verified by AllMath).

On the other hand, 2's complement calculator can do all processes in less than a minute. Furthermore, you can also convert 2's complement to a decimal using our 2s complement to the decimal tool.

How to find two’s complement of a negative integer?

To find two’s complement of a negative integer, firstly convert its positive integer let’s say “x” to binary form. Then find its one’s complement and add 1 to it. The answer is the binary representation of the negative integer “-x”.

If the method to find two’s complement of a negative integer seems difficult, use the 2s complement calculator to avoid the hassle.

Table:

+ve Integers	Binary	-ve Integers	Binary
0	0000 0000
1	0000 0001	-1	1111 1111
2	0000 0010	-2	1111 1110
3	0000 0011	-3	1111 1101
4	0000 0100	-4	1111 1100
5	0000 0101	-5	1111 1011
6	0000 0110	-6	1111 1010
7	0000 0111	-7	1111 1001
8	0000 1000	-8	1111 1000
9	0000 1001	-9	1111 0111
10	0000 1010	-10	1111 0110
11	0000 1011	-11	1111 0101
12	0000 1100	-12	1111 0100
13	0000 1101	-13	1111 0011
14	0000 1110	-14	1111 0010
15	0000 1111	-15	1111 0001
16	0001 0000	-16	1111 0000
17	0001 0001	-17	1110 1111
18	0001 0010	-18	1110 1110
19	0001 0011	-19	1110 1101
20	0001 0100	-20	1110 1100
21	0001 0101	-21	1110 1011
22	0001 0110	-22	1110 1010
23	0001 0111	-23	1110 1001
24	0001 1000	-24	1110 1000
25	0001 1001	-25	1110 0111
26	0001 1010	-26	1110 0110
27	0001 1011	-27	1110 0101
28	0001 1100	-28	1110 0100
29	0001 1101	-29	1110 0011
30	0001 1110	-30	1110 0010
31	0001 1111	-31	1110 0001
32	0010 0000	-32	1110 0000
33	0010 0001	-33	1101 1111
34	0010 0010	-34	1101 1110
35	0010 0011	-35	1101 1101
36	0010 0100	-36	1101 1100
37	0010 0101	-37	1101 1011
38	0010 0110	-38	1101 1010
39	0010 0111	-39	1101 1001
40	0010 1000	-40	1101 1000
41	0010 1001	-41	1101 0111
42	0010 1010	-42	1101 0110
43	0010 1011	-43	1101 0101
44	0010 1100	-44	1101 0100
45	0010 1101	-45	1101 0011
46	0010 1110	-46	1101 0010
47	0010 1111	-47	1101 0001
48	0011 0000	-48	1101 0000
49	0011 0001	-49	1100 1111
50	0011 0010	-50	1100 1110
51	0011 0011	-51	1100 1101
52	0011 0100	-52	1100 1100
53	0011 0101	-53	1100 1011
54	0011 0110	-54	1100 1010
55	0011 0111	-55	1100 1001
56	0011 1000	-56	1100 1000
57	0011 1001	-57	1100 0111
58	0011 1010	-58	1100 0110
59	0011 1011	-59	1100 0101
60	0011 1100	-60	1100 0100
61	0011 1101	-61	1100 0011
62	0011 1110	-62	1100 0010
63	0011 1111	-63	1100 0001
64	0100 0000	-64	1100 0000
65	0100 0001	-65	1011 1111
66	0100 0010	-66	1011 1110
67	0100 0011	-67	1011 1101
68	0100 0100	-68	1011 1100
69	0100 0101	-69	1011 1011
70	0100 0110	-70	1011 1010
71	0100 0111	-71	1011 1001
72	0100 1000	-72	1011 1000
73	0100 1001	-73	1011 0111
74	0100 1010	-74	1011 0110
75	0100 1011	-75	1011 0101
76	0100 1100	-76	1011 0100
77	0100 1101	-77	1011 0011
78	0100 1110	-78	1011 0010
79	0100 1111	-79	1011 0001
80	0101 0000	-80	1011 0000
81	0101 0001	-81	1010 1111
82	0101 0010	-82	1010 1110
83	0101 0011	-83	1010 1101
84	0101 0100	-84	1010 1100
85	0101 0101	-85	1010 1011
86	0101 0110	-86	1010 1010
87	0101 0111	-87	1010 1001
88	0101 1000	-88	1010 1000
89	0101 1001	-89	1010 0111
90	0101 1010	-90	1010 0110
91	0101 1011	-91	1010 0101
92	0101 1100	-92	1010 0100
93	0101 1101	-93	1010 0011
94	0101 1110	-94	1010 0010
95	0101 1111	-95	1010 0001
96	0110 0000	-96	1010 0000
97	0110 0001	-97	1001 1111
98	0110 0010	-98	1001 1110
99	0110 0011	-99	1001 1101
100	0110 0100	-100	1001 1100
101	0110 0101	-101	1001 1011
102	0110 0110	-102	1001 1010
103	0110 0111	-103	1001 1001
104	0110 1000	-104	1001 1000
105	0110 1001	-105	1001 0111
106	0110 1010	-106	1001 0110
107	0110 1011	-107	1001 0101
108	0110 1100	-108	1001 0100
109	0110 1101	-109	1001 0011
110	0110 1110	-110	1001 0010
111	0110 1111	-111	1001 0001
112	0111 0000	-112	1001 0000
113	0111 0001	-113	1000 1111
114	0111 0010	-114	1000 1110
115	0111 0011	-115	1000 1101
116	0111 0100	-116	1000 1100
117	0111 0101	-117	1000 1011
118	0111 0110	-118	1000 1010
119	0111 0111	-119	1000 1001
120	0111 1000	-120	1000 1000
121	0111 1001	-121	1000 0111
122	0111 1010	-122	1000 0110
123	0111 1011	-123	1000 0101
124	0111 1100	-124	1000 0100
125	0111 1101	-125	1000 0011
126	0111 1110	-126	1000 0010
127	0111 1111	-127	1000 0001
-128	1000 0000

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