MHB Simplifying Complex Math Expression

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The discussion centers around simplifying the complex mathematical expression involving square roots and logarithms. Participants clarify the interpretation of the expression, specifically whether it represents 4 plus π squared divided by 9 or the fraction of 4 plus π squared over 9. The focus is on combining logarithmic terms using established logarithm rules to simplify the overall expression. The need for precision in mathematical notation is emphasized to avoid confusion. Clear communication of mathematical expressions is crucial for effective problem-solving.
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$[\sqrt{4+\pi^2}-2\ln\left({\frac{2+\sqrt{4+\pi^2}}{2}}\right)]-[\sqrt{4+\pi^2/9}-2\ln\left({\frac{2+\sqrt{4+\pi^2/9}}{2}}\right)]$
 
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The only thing you can do is combine the logarithms using the logarithm rules.
 
Hello, ineedhelpnow!

You wrote \;4 + \pi^2/9
Does that mean: \:4 + \frac{\pi^2}{9}\,\text{ or }\,\frac{4+\pi^2}{9}\,?
 

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