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Since a binary digit has only two possible values, each digit bears less information than in decimal, where each digit can have ten different values.

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Q: Why binary numbers need more places for counting?
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Related questions

Do numbers stop counting?

No, numbers can't stop it goes up to infinity and more counting never stops


What happens to binary numbers over 255?

You simply use more binary digits.


What is the meaning of binary form?

Our system uses 10 numbers: 0123456789. Binary only uses 0 and 1. Our 1 is binary 1, but because there are no more numbers to use, our 2 is binary 10, our 3 is binary 11, our 4 is binary 100, and so on.


What are the applications of binary operation in life?

Counting up to 1023 on your fingersImpressing other geeksUnderstanding boolean algebraAnd more!


You started counting at 423 you stopped counting at 523 you said more than 10 numbers when you counted?

423,433,443,453,463,473,483,493,513,523


What hypothesis have scientists formulated about binaries?

The term binary is applied to a number of different things, such as binary stars, binary numbers, or binary chemical agents. Your question should be more specific.


Why binary number need more space?

For the simple reason that the 'places' in a binary number represent multiples of 2, rather than 10. Therefore, a binary '10' = a decimal '2.'


What is difference between Binary numbers and Decimal Numbers?

Binary can only be 1 & 0. Decimal numbers have a dot in them. Binary numbers use only 2 symbols (0 and 1) to represent different numbers, while decimal numbers use 10 symbols (0 to 9) to represent different numbers. check the below link for more.


What is a googolplex in binary?

Good grief! We can't even write out a googolplex in decimal! How are you going to write it out in binary?


What is more than one third?

All the counting numbers, 1,2,3 are more than one third.


How can you determine whether a counting number is a composite numbers?

If it has more than two factors.


What is the product of 57?

A product is a binary operation: you need 2 (or more) numbers in order for there to be a product.