Simple but Unfamilliar Algebra

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SUMMARY

The discussion centers on the interpretation of a mathematical expression involving functions, specifically f(f(2)). User Andrew Tanky322 clarifies that the "box of x" represents the function of x, indicating that the problem requires evaluating the function at a specific input and then using that output as the new input. This method effectively demonstrates the concept of function composition in algebra.

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  • Understanding of basic algebraic functions
  • Knowledge of function notation, specifically f(x)
  • Familiarity with function composition
  • Basic problem-solving skills in mathematics
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  • Learn about evaluating functions at specific points
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tanky322
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This really isn't a homework question, but I figured its the best place for it.

I have no idea what this means. It was posted on another forum I frequent. The poster said he is an accounting professor, and a student brought this up from another class. The problem is as follows:
Problem.jpg


I think the X in the box just stands for f(x), and the two boxes stands for f(f(2)). But this is just an assumption.

Thanks a lot,

Andrew
 
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Tanky322, you seem to be correct. The "box of x" must be "function of x". Use "2" and find the value of the function; then take this value and use it again as the value to use for x. The result is then f(f(2)).
 

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