Solving Log10(x)^log10(log10X)=10000

  • Thread starter Thread starter Martin Zhao
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SUMMARY

The discussion centers on solving the equation Log10(x)^Log10(Log10(x))=10000. Participants clarify that x and X represent the same variable and emphasize the need for consistent notation. The thread was closed due to misplacement in the forum, with a recommendation to post in the Homework & Coursework section under Precalculus. Proper notation is crucial, as confusion arises from the use of log10X, which should be clarified as either log10(x) or log(10x).

PREREQUISITES
  • Understanding of logarithmic functions, specifically Logarithm base 10 (log10).
  • Familiarity with algebraic manipulation and solving equations.
  • Knowledge of notation conventions in mathematics.
  • Basic understanding of precalculus concepts.
NEXT STEPS
  • Research how to solve exponential equations involving logarithms.
  • Learn about the properties of logarithms, including change of base and exponent rules.
  • Study common notation in mathematics to avoid confusion in problem-solving.
  • Explore resources in the Homework & Coursework section for similar precalculus problems.
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Students studying precalculus, educators teaching logarithmic functions, and anyone seeking to clarify mathematical notation and solve logarithmic equations.

Martin Zhao
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Who may help me with this question? Thanks. Log10(x)^log10(log10X)=10000
 
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What question? Do you need to solve for x? x and X are representing the same thing? If so, why aren't they the same symbol?
 
We need to solve for x. all the x are the same thing.
 
I have closed this thread, as it was posted in the wrong forum section. Please start a new thread in the Homework & Coursework section, under Precalculus. Be sure to include what you've tried.

Also, your notation is confusing in places. log10 means log, base 10 (or log10). What you have written as log10X probably means log10(x), but it's possible you meant log(10x), with log understood to mean log base 10.
 

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