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To solve for ( x ) in the equation ( \log_4 7x = 5 ), we can rewrite it in exponential form: ( 7x = 4^5 ). Calculating ( 4^5 ) gives us ( 1024 ), so we have ( 7x = 1024 ). Dividing both sides by 7 results in ( x = \frac{1024}{7} ), which simplifies to approximately ( 146.29 ).

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1d ago

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Q: What is x if the question is log4 7x5?
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