https://padlet.com/warnerk2/aim5ie1vb9i en-us 2019-03-18 21:45:27 UTC 2019-03-19 11:09:44 UTC hello@padlet.com https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752802 2019-03-19 09:39:06 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752802 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752901 Lossy is a type of compression where data is lost during the compression and is unable to be recovered.]]> 2019-03-19 09:39:27 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752901 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752960 2019-03-19 09:39:39 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342752960 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753123 What are the four]]> 2019-03-19 09:40:12 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753123 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753305 2019-03-19 09:40:48 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753305 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753531 Lossless is where during compression, no data is lost and can be recovered when uncompressed. An example of this is the ZIP format.]]> 2019-03-19 09:41:31 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342753531 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342754730 Which way do I shift for Binary Division?]]> 2019-03-19 09:44:54 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342754730 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755113 What units do we revise]]> 2019-03-19 09:46:07 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755113 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755179 Break the 8 bit number into  2 nibbles, and then convert them to binary alone. You should not have any values above 15. Any value higher than 9 are represented with a letter.

A = 10
B = 11
C = 12
D = 13
E = 14
F = 15]]> 2019-03-19 09:46:21 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755179 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755341 2019-03-19 09:46:51 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755341 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755724 2019-03-19 09:48:08 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755724 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755965 Shift to the right, and shift depending on what is asked for in the question.

]]> 2019-03-19 09:48:56 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342755965 louis_healy https://padlet.com/warnerk2/aim5ie1vb9i/wish/342756417 louis]]> 2019-03-19 09:50:20 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342756417 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342756473 2019-03-19 09:50:30 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342756473 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757144 2019-03-19 09:52:43 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757144 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757338 ASCII uses 8 bits to represent characters, and therefore there is 256 possibilities. However, this can be problematic, as some languages such as Chinese have more characters than what is available in ASCII. Unicode's aim was to fix this problem and so it has a maximum of 32 bits available to be used, creating a maximum of 4,294,967,296 possible combinations. 1.1 million are currently being used today.]]> 2019-03-19 09:53:36 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757338 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757429 2019-03-19 09:54:01 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342757429 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758069 The four golden rules for binary addition are as follows:

0 + 0 = 0
1 + 0 = 1
1 + 1 = 0 (carry 1 over)
1 + 1 + 1 = 1 (carry 1 over)]]> 2019-03-19 09:56:30 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758069 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758289 2019-03-19 09:57:21 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758289 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758647 0+1 = 1
1+1 = 0 (carry the 1)
1+1+1 = 1 (carry the 1) - 

]]> 2019-03-19 09:58:27 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758647 warnerk2 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758928 Binary
Hexadecimal
Binary Shift
Character Set
ASCII
Unicode
Bitmap
Bit rate
Sample frequency
Compression
Lossy
Lossless

]]> 2019-03-19 09:59:24 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342758928 https://padlet.com/warnerk2/aim5ie1vb9i/wish/342759133 Convert the 2 denary numbers into binary and then follow the post connected.

Or, add the 2 numbers in denary and then convert it finally into binary.]]> 2019-03-19 10:00:15 UTC https://padlet.com/warnerk2/aim5ie1vb9i/wish/342759133