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Mr. Rogers' Number
Conversion and Unicode Worksheet |
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binary 1110101000011010111
to hex = 750D7 |
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binary 1010
to hex = A |
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binary 1101 to
hex = D |
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binary 1110 to
hex = E |
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binary 1111 to
hex = F |
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| binary 1111
+ 11 = binary
10010 |
| binary 1111
- 10 = binary
1101 |
| binary 1111
- 111 = binary
1000 |
| binary 1111
+ 111 = binary
10110 |
| binary 1111
+ 1101 = binary
11100 |
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hex F0AFB
to binary =
11110000101011111011 |
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hex 12340
to binary =
00010010001101000000 |
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hex 56789
to binary =
01010110011110001001 |
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162 = 256
161 = 16
160 = 1 |
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hex AA to decimal =
(10 x 16) + (10 x 1) = 170 |
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hex 2F to
decimal =
(02 x 16) + (15 x 1) = 47 |
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hex 10A to decimal =
(1 x 256) + (00 x 16) + (10 x 1) = 266 |
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hex (11 - 1) = hex
10 |
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hex (11 - 2) = hex
F |
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hex (100 - 2) = hex
FF |
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hex (FFF + 3) = hex
1002 |
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hex (E0A + 6) = hex
E10 |
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hex (A + A) = hex
14 |
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decimal 259 to hex =
103 |
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decimal 17 to hex =
11 |
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decimal 165 to hex =
A5 |
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decimal 26 to hex =
1A |
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The integer representing Unicode A is
65 |
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The integer representing Unicode Z is
90 |
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The integer representing Unicode a is
97 |
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The integer representing Unicode z is
122 |
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'z' - 'Z' = 32 |
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'q' - 'Q' = 32 |
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'n' - 'N' = 32 |
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'w' - 'W' = 32 |