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Author Archives: Anonymous

What is least privilege?

What is least privilege?

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Sign extend the 4-bit 2’s complement number 10012 to 7-bits.

Sign extend the 4-bit 2’s complement number 10012 to 7-bits.

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For a 3-bit 2’s complement number: The number furthest left…

For a 3-bit 2’s complement number: The number furthest left on a number line would be [1] The number furthest right on a number line would be [2]

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For a 3-bit sign-magnitude number: The number furthest left…

For a 3-bit sign-magnitude number: The number furthest left on a number line would be [1] The number furthest right on a number line would be [2]

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In the following question the drop downs are suppose to be f…

In the following question the drop downs are suppose to be formatted to reprsent a value in the general form of  X.YYY x BASEEXP The value of an IEEE standard floating-point number can be calculated as: [1].[2]x[3][4] if the [5] bit is 1, we multiply the value calculated by -1.

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On a planet in a galaxy far far away live a race of humanoid…

On a planet in a galaxy far far away live a race of humanoid like creatures.  They have five fingers on their hand, but they only have one hand.  So their default number system is pentadecimal (base 5). For a three-digit pentadecimal number: X2X1X0 The X0 digit indicates the quantity of [LSB] in the number (type value in box (don’t worry I think I covered every way you could type it)). Convert the pentadecimal number 123 to decimal. [val]  

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Represent the decimal value -1110 as a 4-bit binary 2’s comp…

Represent the decimal value -1110 as a 4-bit binary 2’s complement number.  If the number cannot be represented enter -99 as your answer.

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Convert the binary number 0110011002 to octal (just type a n…

Convert the binary number 0110011002 to octal (just type a number in the box.  The base is assumed to be 8)

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If X and Y are related and  X is more abstract than Y, then:

If X and Y are related and  X is more abstract than Y, then:

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 What statement can be made about these adders  

 What statement can be made about these adders  

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