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What is the solution to the equation log sub 4 x – log sub 4 2 = 3
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\(\Rightarrow \log_4x - {1 \over 2} = 3 \) \(\Rightarrow \log _4 x = 2.5 \) \(\Rightarrow x = 4^{2.5} \)
\(\Rightarrow x = 4^2 \times 4^{0.5} \) \(\Rightarrow x = 16 \times \sqrt4 \) \(\Rightarrow x = 16 \times 2 \) \(\Rightarrow x = 32\)
Do you understand? @strcaitlyn3
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yea i understand :)
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Cool!
hey 32 wasnt right. :( is said that x=32 was inccorect. i got a 92 out of a hundred.
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