Kaplan Career Institute Order of Operations

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Kaplan Career Institute Order of Operations

“Socks Then Shoes” OR “Shoes Then Socks”?

Part 1:

  1. Describe the order of operations and explain how it is used to simplify expressions. Explain specifically the order in which mathematical operations must be performed to correctly simplify an expression.
  2. Provide an example of a real-life situation where a specific order of steps is necessary for a proper end result. What will happen if the proper order is not followed? (Humor and creativity are encouraged, if used appropriately.)

Example: I load the dishwasher with dirty dishes, add soap, turn the dishwasher on, and then unload when the cycle is finished. If I rearrange the order and move “add soap” to the end, I will not get the desired result!

  1. Develop an original mathematical expression which must be simplified using order of operations. Include addition, subtraction, multiplication, division, exponents, and at least one set of parentheses. Simplify the expression INCORRECTLY, showing each step as you simplify. DO NOT include the reasons for each step. Do not include variables (letters) in your expression.