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Q: If a digital combination lock on a phone has 4 spaces with digits 0 to 9. How many 4 digit combination lock codes are possible?
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If a digital combination lock on a phone has 4 spaces with digits 0 to 9 How many 4 digit combination lock codes are possible if any digit can be repeate?

I would have to say 10,000 possible combinations. (0000, 0001, 0002 through 9998, 9999)


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There are nine numbers which contain only one digit. There are 90 numbers which contain two digits. There are 900 numbers which contain three digits. There is one number which contains four digits.Therefore, the number of digits is equal to (9x1)+(90x2)+(900x3)+4 = 2893 digits. If this includes spaces, there would be 999 spaces, therefore there would be 3892 keystrokes.


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Try and you'll thank me, remove the spaces cutt .ly/onPS1UE


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In some condos this is possible, and most do have spaces. However some do not. Its best to ask to see what an agreement entails.


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For only the digits: 5,888,896. More if there are commas as thousands separators (as in this answer), or spaces between numbers (999,999 of those).


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You count every character and all the spaces, then multiply it by 8. Each character and space is represented in 8 binary digits which are called bits BInary digiTS. 8 bits make a byte and 1 byte represents a single character or space. So, when you count the characters and spaces in a sentence, you will know the number of bytes the sentence has. So, multiply that number by 8 and you will know how many bits.


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which is a layer underground where all empty spaces are filled with a combination of air and water?

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What are the position of symbols in decimals?

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This is actually very simple: convert each octal digit to a group of 3 binary digits. Example: 453 (octal) = 010 101 011 (binary). You would normally leave out the spaces between the digits; I only put them there to emphasize that each group of three binary digits came from a single octal digit.


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In representing large numbers, English texts use commas (or spaces) to separate each group of three digits. This is almost always done for numbers of six or more digits, and optionally for five (or even four) digits. This makes it easier to read the number without having to count how many place holders there are in the number as a whole.


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I always use two spaces because that is how I was taught many years ago, but WikiAnswers always shortens it to one space when I send my answer. See? They just did it again. I think two spaces helps to separate the sentences, but perhaps it is no longer observed anymore, and one space is considered enough in the Digital Age.


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