+ 4

Help me to solve the code #0010

explain bitwise shift operator ( << , >>) in detail.. https://code.sololearn.com/cSOSzGu6K45z/?ref=app

23rd Mar 2018, 2:49 AM
Pradipsinh Jadeja
Pradipsinh Jadeja - avatar
15 Respostas
+ 5
Every bit position is power of 2: 128 64 32 16 8 4 2 1 1 1 1 1 1 1 1 1 1111 1111 = 1 + 2 + 4 + 8 + 16 + 32 + 64 + 128 = 255 1010 1010 = 0 + 2 + 0 + 8 + 0 + 32 + 0 + 128 = 170 Or easier: - - - - 1010 = 2 + 8 = 10 1010 - - - - = 32 + 128 = 160 10 + 160 = 170 With '<<' you shift the bits left. 0001 << 1 = 0010 (1 -> 2) 0010 << 1 = 0100 (2 -> 4) 0100 << 1 = 1000 (4 -> 8) 1000 << 1 = 0001 0000 (8 -> 16) 0011 << 1 = 0110 (3 -> 6) 0011 << 2 = 1100 (3 -> 12) 0010 << 5 = 0100 0000 (2 -> 64) With '>>' you shift the bits right. 1000 >> 2 = 0010 (8 -> 2) 1010 >> 1 = 0101 (10 -> 5) 1010 >> 2 = 0010 (10 -> 2) 1111 >> 1 = 0111 (15 -> 7) As you can see from the examples, when you shift left, you gain 0 in the tail, but when you shift right, you loose the tail. So about your example, the operations are from left to right as follows: x = 5 x >> 2 << 5 -> 0101 >> 2 = 0001 << 5 = 0010 0000 = 32 Note that x contains 5, and it's never changed! You can add: print(x), if you want to check that.
23rd Mar 2018, 6:58 AM
Boris Batinkov
Boris Batinkov - avatar
+ 5
23rd Mar 2018, 3:00 AM
Maninder $ingh
Maninder $ingh - avatar
+ 5
@Roel mathematics is also my favourite subject.
23rd Mar 2018, 6:18 AM
Maninder $ingh
Maninder $ingh - avatar
+ 4
@Roel you are wrong watch the video which I suggest in comments.
23rd Mar 2018, 5:59 AM
Maninder $ingh
Maninder $ingh - avatar
+ 2
@Roel It depends upon you how will you figure out any problem.👍
23rd Mar 2018, 6:14 AM
Maninder $ingh
Maninder $ingh - avatar
+ 1
@Roel what is 2^5..?
23rd Mar 2018, 5:53 AM
Pradipsinh Jadeja
Pradipsinh Jadeja - avatar
+ 1
@Roel @Jay Bhade see the answer of @Boris Batinkov and clear your concept..
23rd Mar 2018, 7:54 AM
Pradipsinh Jadeja
Pradipsinh Jadeja - avatar
0
it somehow prints 2^5?
23rd Mar 2018, 5:48 AM
Roel
Roel - avatar
0
2^1 =2 2^2 =4 2^3 =8 2^4 =16 2^5 =32 it is called the power of something if im correct
23rd Mar 2018, 5:58 AM
Roel
Roel - avatar
0
i watched the video and came to the same conclusion as first,. because if you put all the binarys to the right and after that to the left, evertyhing is the same as first
23rd Mar 2018, 6:10 AM
Roel
Roel - avatar
0
and my first theory can be proven to symply fill in the number (for example) 8, 2^8 = 256, and thats what will appear
23rd Mar 2018, 6:11 AM
Roel
Roel - avatar
0
that's right, i am good at math at school, so i always try to see if there is any kind of mathematical pattern in codes
23rd Mar 2018, 6:17 AM
Roel
Roel - avatar
0
â˜ș👍
23rd Mar 2018, 6:20 AM
Roel
Roel - avatar
0
i see, but most importently understand how it works now
23rd Mar 2018, 9:00 AM
Roel
Roel - avatar
- 1
2**5
23rd Mar 2018, 6:29 AM
Jay Bhade
Jay Bhade - avatar