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In a similar manner, we can specify numbers in other "bases" (besides 10), using different digits that correspond to the coefficients on the powers (of the given base) that must be added together to obtain the value of our number.įor example, the "base 8" (or " octal") number (as indicated by the subscript) Notice, the "digits" of our number correspond to the coefficients on the powers of ten that are added together to obtain the value of our number. When we write a normal (base 10) number, like 5763, we mean the value: ![]() ![]() Numbers in Different Bases Changing to base 10 from another base
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