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5 = log4 M ??
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\[5 = Log _{4}M\]
are you supposed to solve for \(M\)?
"Write the equation in its equivalent exponential form."
\[\log_b(x)=y\iff b^y=x\\ \log_4(M)=5\iff M=4^5\]
you should be able to switch back and forth quickly \[\log_{10}(1000)=3\iff 10^3=1000\]\[2^4=16\iff \log_2(16)=4\] and so on
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so its exponential form is \[4^{5}\] ?
exponential form needs and equal sign \[M=4^5\]
AH i see thank you!
yw
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