Imagine a  conversation with a student.
Adult: “How do  you know if your answer to a math problem is correct?”
Student: “The  teacher checks the ones that are wrong and I have to do them again.”
Alternative  answer: 
Student:  “After I get the answer to a division problem  then I multiply my answer times the divisor to see if I get the same number as  the problem.”
>>>>>>>>>>>>>>>>>>>>> 
Teaching a  student at any age how to detect and correct their own errors in any subject has  more leverage than when the teacher has all the answers.
 
 
 
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