A mathematical situation may provide some quantities and relationships while omitting a quantity needed to answer its question. Reasoning about addition and subtraction with small whole numbers, especially within 20, involves distinguishing known, unknown, and irrelevant information, representing the relationships with an equation, number line, or bar model, and recognizing when a solution is not yet possible; multistep, unknown-parameter, and generalized cases are beyond this scope.
To identify missing information:
Example
Mia has apples. She gives some apples away. How many apples does she have left?
We could show the situation with an equation:
Both the number given away and the number left are unknown. So, we cannot find one exact answer yet.
For example:
The problem needs one more fact, such as “Mia gives away apples.” Then we can solve:
Mia would have apples left.
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