Estimation and Calculator Sense

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Estimation and Calculator Sense

Estimation predicts the size of an answer before exact work. Round to compatible numbers and use the estimate to detect keying or place-value errors. A careful solution names the quantities, keeps place value or units visible, and explains why each operation fits.

Worked reasoning

  1. Use 6000÷606000\div60.
  2. The quotient is about 100.

Estimate 5982÷615\,982\div61 using compatible numbers 60006\,000 and 60.

Which statement best captures the central mathematical idea in Estimation and Calculator Sense?

When starting a problem about Estimation and Calculator Sense, which move is most reliable?

Which statement is a misconception that must be rejected when working with Estimation and Calculator Sense?