Left bit shifting 255 (as a byte)

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Solution 1

Numeric literals in C# are int, not byte (and the bit shift will be evaluated by the compiler, hence only the 510 remains). You are therefore trying to assign a value to a byte which does not fit. You can mask with 255:

byte b = (255 << 1) & 0xFF

to reduce the result to 8 bits again. Unlike Java, C# does not allow overflows to go by undetected. Basically you'd have two sensible options when trying to assign 510 to a byte: Either clamp at the maximum value, then you'd get 255, or throw away the bits that do not fit, in which case you'd get 254.

You can also use unchecked, as lassevk mentioned:

byte b = unchecked((byte)(255 << 1));

Solution 2

You are shifting 255 by 1 bit, then trying to assign it to a byte. 255 << 1 is 510, and 510 won't fit in to a byte.

Solution 3

byte b = 0xff & (255 << 1);

Solution 4

The result of the << operator is an Int32, not what you put into it.

You need to cast the result of the shift, not the input. Additionally, it will produce an overflow (it is larger than a byte afterall), so you need to specify that you need an unchecked cast.

In other words, this will work:

Byte b = unchecked((Byte)(255 << 1));

Solution 5

have you tried casting it?

byte b = (byte)(255 << 1)

This is an interesting approach - the above code will work if wrapped in a unchecked block like this:

unchecked
{
    byte b = (byte)(255 << 1);
}

Since it is unchecked the value is truncated to the intended value of 254. So it is possible to do this with a cast!

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MordechayS
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MordechayS

London based .NET developer working at JustEat, keen long distance runner. In my spare time I focus on .NET Core, Docker. Docker for ASP.NET Core (Packt video) Github profile Roadkill .NET Wiki C# Encrypted notes service

Updated on July 09, 2022

Comments

  • MordechayS
    MordechayS almost 2 years

    Can anyone explain why the following doesn't compile?

    byte b = 255 << 1
    

    The error:

    Constant value '510' cannot be converted to a 'byte'

    I'm expecting the following in binary:

    1111 1110
    

    The type conversion has stumped me.