Rule B takes a person’s name as its input, and gives their birthday as the output.[br][br]Complete the table by listing three more examples of input-output pairs.[br]You can list them like this (Abraham Lincoln, February 12)[br][br][img]data:image/png;base64,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[/img]
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[/img]