This free online tool converts decimal numbers to hexadecimal numbers in a single click.
The decimal number system, also known as the base-10 system, is the standard system for denoting integer and non-integer numbers. It is the most commonly used number system and consists of ten digits: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9.
Each position in a decimal number represents a power of 10, with the rightmost digit representing 100, the next digit representing 101, and so on. This system is intuitive for humans, as it is based on our ten fingers.
The hexadecimal number system, or hex, is a base-16 number system. It uses sixteen distinct symbols: 0-9 to represent values zero to nine and A-F to represent values ten to fifteen.
Hexadecimal is commonly used in computing and digital electronics because it can represent large binary numbers in a more compact and readable form. Each position in a hex number represents a power of 16.
Using the Decimal to Hexadecimal Calculator is easy and involves these steps:
Converting from decimal to hexadecimal involves dividing the decimal number by 16 and recording the remainder. This process is repeated with the quotient until the quotient is zero. The hex number is then read from the last remainder to the first.
Example: Convert 1234 to hexadecimal.
By following these steps, you can accurately convert any decimal number to its hexadecimal equivalent.
Decimal | Hexadecimal |
---|---|
0 | 0 |
1 | 1 |
2 | 2 |
3 | 3 |
4 | 4 |
5 | 5 |
6 | 6 |
7 | 7 |
8 | 8 |
9 | 9 |
10 | A |
11 | B |
12 | C |
13 | D |
14 | E |
15 | F |
16 | 10 |
17 | 11 |
18 | 12 |
19 | 13 |
20 | 14 |
21 | 15 |
22 | 16 |
23 | 17 |
24 | 18 |
25 | 19 |
26 | 1A |
27 | 1B |
28 | 1C |
29 | 1D |
30 | 1E |
31 | 1F |
32 | 20 |
33 | 21 |
34 | 22 |
35 | 23 |
36 | 24 |
37 | 25 |
38 | 26 |
39 | 27 |
40 | 28 |
41 | 29 |
42 | 2A |
43 | 2B |
44 | 2C |
45 | 2D |
46 | 2E |
47 | 2F |
48 | 30 |
49 | 31 |
50 | 32 |
51 | 33 |
52 | 34 |
53 | 35 |
54 | 36 |
55 | 37 |
56 | 38 |
57 | 39 |
58 | 3A |
59 | 3B |
60 | 3C |
61 | 3D |
62 | 3E |
63 | 3F |
64 | 40 |
65 | 41 |
66 | 42 |
67 | 43 |
68 | 44 |
69 | 45 |
70 | 46 |
71 | 47 |
72 | 48 |
73 | 49 |
74 | 4A |
75 | 4B |
76 | 4C |
77 | 4D |
78 | 4E |
79 | 4F |
80 | 50 |
81 | 51 |
82 | 52 |
83 | 53 |
84 | 54 |
85 | 55 |
86 | 56 |
87 | 57 |
88 | 58 |
89 | 59 |
90 | 5A |
91 | 5B |
92 | 5C |
93 | 5D |
94 | 5E |
95 | 5F |
96 | 60 |
97 | 61 |
98 | 62 |
99 | 4F |
100 | 50 |
101 | 51 |
102 | 52 |
103 | 53 |
104 | 54 |
105 | 55 |
106 | 56 |
107 | 57 |
108 | 58 |
109 | 59 |
110 | 5A |
111 | 5B |
112 | 5C |
113 | 5D |
114 | 5E |
115 | 5F |
116 | 60 |
117 | 61 |
118 | 62 |
119 | 77 |
120 | 78 |
121 | 79 |
122 | 7A |
123 | 7B |
124 | 7C |
125 | 7D |
126 | 7E |
127 | 7F |
128 | 80 |
129 | 81 |
130 | 82 |
131 | 83 |
132 | 84 |
133 | 85 |
134 | 86 |
135 | 87 |
136 | 88 |
137 | 89 |
138 | 8A |
139 | 8B |
140 | 8C |
141 | 8D |
142 | 8E |
143 | 8F |
144 | 90 |
145 | 91 |
146 | 92 |
147 | 93 |
148 | 94 |
149 | 95 |
150 | 96 |
151 | 97 |
152 | 98 |
153 | 99 |
154 | 9A |
155 | 9B |
156 | 9C |
157 | 9D |
158 | 9E |
159 | 9F |
160 | A0 |
161 | A1 |
162 | A2 |
163 | A3 |
164 | A4 |
165 | A5 |
166 | A6 |
167 | A7 |
168 | A8 |
169 | A9 |
170 | AA |
171 | AB |
172 | AC |
173 | AD |
174 | AE |
175 | AF |
176 | B0 |
177 | B1 |
178 | B2 |
179 | B3 |
180 | B4 |
181 | B5 |
182 | B6 |
183 | B7 |
184 | B8 |
185 | B9 |
186 | BA |
187 | BB |
188 | BC |
189 | BD |
190 | BE |
191 | BF |
192 | C0 |
193 | C1 |
194 | C2 |
195 | C3 |
196 | C4 |
197 | C5 |
198 | C6 |
199 | C7 |
200 | C8 |
201 | C9 |
202 | CA |
203 | CB |
204 | CC |
205 | CD |
206 | CE |
207 | CF |
208 | D0 |
209 | D1 |
210 | D2 |
211 | D3 |
212 | D4 |
213 | D5 |
214 | D6 |
215 | D7 |
216 | D8 |
217 | D9 |
218 | DA |
219 | DB |
220 | DC |
221 | DD |
222 | DE |
223 | DF |
224 | E0 |
225 | E1 |
226 | E2 |
227 | E3 |
228 | E4 |
229 | E5 |
230 | E6 |
231 | E7 |
232 | E8 |
233 | E9 |
234 | EA |
235 | EB |
236 | EC |
237 | ED |
238 | EE |
239 | EF |
240 | F0 |
241 | F1 |
242 | F2 |
243 | F3 |
244 | F4 |
245 | F5 |
246 | F6 |
247 | F7 |
248 | F8 |
249 | F9 |
250 | FA |
251 | FB |
252 | FC |
253 | FD |
254 | FE |
255 | FF |
This table provides a comprehensive reference for converting any decimal number from 0 to 255 to its hexadecimal equivalent
Convert the decimal number 255 to hexadecimal.
Convert the decimal number 4096 to hexadecimal.
Convert the decimal number 1234 to hexadecimal.
Convert the decimal number 100 to hexadecimal.
The converter divides the decimal number by 16 repeatedly, recording the remainder. These remainders are then converted to hexadecimal digits and read in reverse order to get the final hex number.
Yes, the current tool supports the conversion of positive and negative decimal numbers to hexadecimal.
You can convert any positive decimal number within the typical computational limits.
Yes, the Decimal to Hexadecimal Converter on LambdaTest is completely free to use.
Hexadecimal is often used in computing and digital electronics for its compact representation of binary-coded values, making it easier to read and understand.
Yes, the tool can handle large decimal numbers efficiently, converting them to their hexadecimal equivalents.
The converter is compatible with all modern web browsers, including Chrome, Firefox, Safari, and Edge.
No, there is no limit. You can perform as many conversions as you need.
The base changes from 10 (decimal) to 16 (hexadecimal) in the conversion.
The hex equivalent of the decimal number 14 is E.
The decimal number 192 converts to C0 in hexadecimal.
In hexadecimal, 0 means zero, the same as in the decimal system.
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