Standard Unwrapping

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Vocabulary
equivalent numerical expressionsorder of operationswhole number exponentsprime factorization
Skills
  • generate (equivalent numerical expressions) #dok2
  • apply (order of operations to numerical expressions) #dok2
  • use (whole number exponents in expressions) #dok1
  • use (prime factorization to create equivalent forms) #dok2
Learning Targets
  • I can use whole number exponents in numerical expressions. #dok1
  • I can apply the order of operations to simplify expressions. #dok2
  • I can generate equivalent numerical expressions using whole number exponents and prime factorization. #dok2
  • I can construct equivalent expressions by applying the order of operations. #dok2
  • I can justify how prime factorization can be used to create equivalent expressions. #dok3
Big Ideas
  • Numerical expressions can be written in many equivalent forms using different mathematical properties and representations.
  • Understanding and applying the order of operations ensures accurate computation and equivalence of expressions.
Essential Questions
  • How can you use the order of operations to create equivalent expressions?
  • What role do whole number exponents and prime factorization play in generating equivalent forms of expressions?
  • How can you prove that two numerical expressions are equivalent?
  • Why are order of operations and equivalent expressions important in mathematics?
  • In what situations might you need to rewrite a numerical expression in a different equivalent form?