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A 16-bit excess notation value?

0201


How many twos will be needed to number pages 1 through 232?

You would need 20 twos to number the pages from 1 to 232. This is because there are 20 occurrences of the digit two in the numbers from 1 to 232.


Why do you get an even number when you add two even numbers?

An even number is always some quantity of 'twos' (2's), and any quantity of twos is an even number. The first even number is a quantity of twos, and the second even number is another quantity of twos. When you add the first quantity of twos to the second quantity of twos, you get a new quantity of twos. Since the new quantity of twos is a quantity of twos, it's an even number.


What advantages does scientific notation have over ordinary notation?

Less digits are needed as for example 1,000,000,000 is 1.0*109 in scientific notation


How many twos go into 426?

213 twos.


What is 5 twos plus 2 twos?

7 twos


What is cash and currency not needed?

Excess Reserves


What is a greater amount than what is needed?

Excess.


How many twos are equal in value to 15 twos?

15 of them.


Signed binary subtraction 000000111001-111010000101 equals 000110101110 right?

Wrong. You don't say whether you are using ones-complement notation or twos-complement notation, but in either case you'd be wrong. Your answer of 000110101110 is 430 decimal, but the correct answer is 435 or 436 depending on which notation you use. Ones-complement notation: 000000111001 - 111010000101 = 000110110011 Decimal equivalent: 57 - (-378) = 57 + 378 = 435 Twos-complement notation: 000000111001 - 111010000101 = 000110110100 Decimal equivalent: 57 - (-379) = 57 + 379 = 436 Note that in ones-complement, converting the sign of any value simply inverts all the bits. So if we invert 111010000101 we get 000101111010 which is 378, thus the original signed value was -378. In twos complement we invert all the bits (as per ones-complement) and add 1, so 000101111010 + 1 is 000101111011 is 379, thus the original signed value was -379. QED.


How can I efficiently group items in sets of twos and threes for better organization?

To efficiently group items in sets of twos and threes for better organization, you can use a systematic approach such as sorting the items first, then pairing them up in twos and threes based on common characteristics or functions. This method helps streamline the organization process and makes it easier to locate and access the items when needed.


What is bigger ten fifths or five twos?

Five twos = 10 is bigger.