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  2. Log base 2 is the power to which the number 2 must be raised to obtain the value of n. For any real number x, log base 2 functions are written as x = log 2 n Which is equal to 2 x = n
    The Log Base 2, or binary logarithm, is the power to which the number 2 must be raised to equal a certain number. So, if 2^n = x, then the Log Base 2 of x is n. Demonstrate with some code flair, it looks like this: log2(x) = n.
    calculator.dev/math/log-base-2-calculator/
    The log base 2 is often denoted mathematically as log2 (x), where 'x' refers to the numeric value for which the logarithm is being sought. For instance, log2 (8) = 3, since 2 raised to the power of 3 (2³) equals 8.
    www.symbolab.com/calculator/math/log-base2
    The derivative of log base 2 to x is equal to 1/x.log2. This can be represented as a formula as follows. d/dx.log 2 x= d/dx.logx/log2 = 1/x. 1/log2 = 1/xlog2
    www.cuemath.com/algebra/log-base-2/
     
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