Hexa decimal number
Hexa decimal number is system number who have 16 digit numbers, which is 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E and F, where:
A present of 10
B present of 11
C present of 12
D present of 13
E present of 14
F present of 15.
Hexa decimal number base 16 numeral system.
Hexa decimal number weights
160 = 1 → first digit, weights one
161 = 16 → second digit, weights sixteen
162 = 256 → third digit, weights two hundred and six
163 = 4096 → fourth digit, weights 512
164 = 65536 → fifth digit, weights 4096
etc.
Example 1:
Convert Hexa decimal number 750 to decimal number
Completion:
750 (16) = ? (10)
0 → 0 × 160 = 0
5 → 5 × 161 = 80
7 → 7 × 162 = 7 × 256 = 1792
750 → 0 + 80 + 1792 = 1872
750 (16) = 1872 (10).
Example 2:
Convert Hexa decimal number 20BCA to decimal number
Completion:
20BCA (16) = ? (10)
A → 10 × 160 = 10
C → 12 × 161 = 192
B → 11 × 162 = 11 × 256 = 2816
0 → 0 × 163 = 0
2 → 2 × 164 = 2 × 65536 = 131072
20BCA → 10 + 192 + 2816 + 0 + 131072 = 134090
20BCA (16) = 134090 (10).
A present of 10
B present of 11
C present of 12
D present of 13
E present of 14
F present of 15.
Hexa decimal number base 16 numeral system.
Hexa decimal number weights
160 = 1 → first digit, weights one
161 = 16 → second digit, weights sixteen
162 = 256 → third digit, weights two hundred and six
163 = 4096 → fourth digit, weights 512
164 = 65536 → fifth digit, weights 4096
etc.
Example 1:
Convert Hexa decimal number 750 to decimal number
Completion:
750 (16) = ? (10)
0 → 0 × 160 = 0
5 → 5 × 161 = 80
7 → 7 × 162 = 7 × 256 = 1792
750 → 0 + 80 + 1792 = 1872
750 (16) = 1872 (10).
Example 2:
Convert Hexa decimal number 20BCA to decimal number
Completion:
20BCA (16) = ? (10)
A → 10 × 160 = 10
C → 12 × 161 = 192
B → 11 × 162 = 11 × 256 = 2816
0 → 0 × 163 = 0
2 → 2 × 164 = 2 × 65536 = 131072
20BCA → 10 + 192 + 2816 + 0 + 131072 = 134090
20BCA (16) = 134090 (10).
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