Will mark as brainliest. write [tex] 4^{x} = 1024[/tex] in logarithmic form. a) [tex] log_{x} 1024 = 4[/tex] b) [tex] log_{4} 1024=x[/tex] c) [tex] log_{x} 4 = 1024[/tex] d) [tex] log_{1024} 1024 = x[/tex]

The answer is b, which reads:the log of 1024, base 4, is x...

Mathematics, 25.07.2019 21:00 eli761029

Will mark as brainliest. write $4^{x} = 1024$ in logarithmic form. a) $log_{x} 1024 = 4$ b) $log_{4} 1024=x$ c) $log_{x} 4 = 1024$ d) $log_{1024} 1024 = x$

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Will mark as brainliest. write [tex] 4^{x} = 1024[/tex] in logarithmic form. a) [tex] log_{x} 1024 =...