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SS1 MATHEMATICS (First two weeks)T1 2014/2015 SESSION. TOPICS:NUMBER BASE SYSTEM.i. Conversion from one base to base 10ii. Conversion of decimal fraction in one base to base 10iii. Conversion of number
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To fill out a number in the base system, follow these steps:
02
Start from the rightmost digit of the number.
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Multiply each digit by the base to the power of its position (position starts from 0).
04
Add all the results obtained from step 2.
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The final result is the representation of the number in the base system.

Who needs number base system?

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Number base system is useful for various individuals and fields, including:
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- Mathematicians and scientists who work with different numeral systems.
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- Computer scientists who deal with binary, octal, hexadecimal, and other base systems in programming.
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- Engineers who need to understand and use different base systems in calculations and conversions.
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- Students learning mathematics and computer science to grasp the concept of number representation and conversion.
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Number base system is a system of representing numbers using a specific base, typically decimal (base 10), binary (base 2), octal (base 8), or hexadecimal (base 16).
Anyone who is working with computers or programming languages may be required to understand and work with number base systems.
To fill out a number base system, you must understand the base being used and convert the number to the desired base by following the specific rules for that base.
The purpose of a number base system is to provide a way to represent and manipulate numbers in a structured and consistent manner.
The information reported on a number base system will depend on the context and requirements of the specific system being used.
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