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  • Simplifying (−3)4(-3)^4(−3)4 and −34-3^4−34

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In technical and financial calculations, the placement of parentheses determines the base of an exponent. Match each algebraic expression with its simplified numerical value.

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Updated 2026-05-20

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OpenStax

Intermediate Algebra @ OpenStax

Ch.1 Foundations - Intermediate Algebra @ OpenStax

Algebra

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Cognitive Psychology

Psychology

Social Science

Empirical Science

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OpenStax Psychology (2nd ed.) Textbook

Related
  • In technical and financial calculations, the placement of parentheses determines the base of an exponent. Match each algebraic expression with its simplified numerical value.

  • An inventory analyst is auditing a spreadsheet formula that uses exponents to model item decay over time. The formula contains the expression −34-3^4−34. According to standard mathematical rules for order of operations, what is the correct evaluation of this expression, and what is its base?

  • A data entry specialist is auditing a spreadsheet that includes the mathematical expression (−3)4(-3)^4(−3)4. According to the order of operations and the rules for parentheses, the simplified numerical result of this expression is ____.

  • A technician is auditing a spreadsheet formula that contains the expression −34-3^4−34. True or False: Because the exponent 4 is an even number, the simplified numerical result of this expression will be a positive value.

  • Differentiating Exponential Bases in Spreadsheet Formulas

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