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The Natural Resilience of Children

Dominique, age 8, sat in front of a computer screen doing addition problems—level one on Khan Academy.

When 9 + 3 = ? appeared on the screen, “That’s easy,” she said, and started hunting for 1 on the keyboard. She was new to the computer, and it was slower than she was. Nonetheless her approach was determined and persistent. She found the 1, hit it with her forefinger, found 2 next to it, hit that, moved the curser to the green “Check answer” button and clicked. For her efforts she got a smiley face. A bright bar of royal blue appeared in the success bar just above the answer box, and Dominique smiled. She noticed that “Check answer” had turned into “Correct! Next Question” and immediately clicked for the next question, which popped onto the screen: 4 + 9 = ?.

With the same unselfconsciousness of a baby testing things by putting them in her mouth, she put up four fingers, and with an intense look on her face counted nine, found 9 on the keyboard, clicked the answer key, the little yellow circle below frowned, and the bright blue color in the bar above vanished. A puzzled look came onto her face.

Undaunted, she looked at her fingers, realized she had recounted the first four fingers, smiled a big smile as she said “Thirteen,” found the numbers on the keyboard and 13 appeared in the answer box. When she clicked the “check answer” button, the emoticon smiled back and the first part of the success bar turned blue again. Dominique went on to 8 + 5 = ? without hesitation.

Shortly before the end of my forty-five minutes with her, the success bar was filled with a rainbow of color and a message read: “You are ready to move on! You are proficient in this topic. Choose a new exercise to earn more points, or you can do more problems to increase your streak.” With no trouble reading this, Dominique scanned the four options and chose “addition 2.” As I watched her struggle with double-digit addition, I realized she had reached a point where some help from me might be useful, but it was time for me to get her back to class.

Even though Dominique was new to Khan Academy, even though the computer is slow to give her feedback, even though she was only on level one, and a problem sometimes took her three minutes, this was and is her favorite thing to do with me—second only to eating pizza.

I had met Dominique’s report card before I met Dominique—straight F’s. When I did meet her, she came with a stack of worksheets that “she needed help with.” The first problem on the top of the paper was 78 – 49 =________.  In the blank in pencil was 31 with a red X next to it. The whole paper was like this: a full page of double digit  subtraction problems with wrong answers penciled in the blanks and red X’s next to them.

The truly remarkable thing, however, is that even though Dominque has been getting “F’s” on her report card for the last two years and even though she keeps getting worksheets thrust under her nose with problems she doesn’t understand, and even though she keeps getting red “X’s” on these papers, still she has a smile on her face and is enthusiastic about trying again.

There are at least six important differences between the standard, measuring-up delivery system (a system with McDonalds-quality standardization across the country) and Khan Academy:

1)    The student gets to bring the challenges on herself.

2)    Feedback is immediate.

3)    She is not allowed to move to the next level until she has gotten ten in a row correct.

4)    Each student moves at her own pace.

5)    A student can see where she is going (Dominique was highly motivated when she could see her way all the way to what the high schoolers are doing.)

6)    A student  (therefore) moves from mastery to mastery and does not accumulate a sheaf of documents of her failure nor a summary judgment of F.

Beyond these six differences, there may be a meta-reason why Dominique loves Khan Academy despite three years of learning that she is no good at math. Maybe the difference between Khan Academy and worksheets is that Dominique is choosing Khan Academy, whereas worksheets are being done to her.

8) You can probably think of others; please comment.

Whatever the reason, Khan Academy reveals a person dying to succeed, and I rejoice that three years of failure at school-delivered arithmetic has not killed her enthusiasm for learning mathematics.  The natural resilience of young children is remarkable.

 

 

 

 

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3 Responses to “The Natural Resilience of Children”

  1. Jason Yip November 15, 2011 at 11:42 am #

    Is there also an implicit message that math is not an innate talent but rather comes from working through the stages?

  2. Aerin Guy November 15, 2011 at 12:04 pm #

    Thank you so much for this post. We are dealing with a similar situation with our 8 year old, where the math curriculum has become a lot more challenging and past teaching experiences have not taught her to challenge problems with a constructivist mindset.
    This is so powerful:
    “A student (therefore) moves from mastery to mastery and does not accumulate a sheaf of documents of her failure nor a summary judgment of F.”

  3. Rick November 15, 2011 at 1:26 pm #

    Aerin, I glad it spoke to you. Writing, “A student (therefore) moves from mastery to mastery and does not accumulate a sheaf of documents of her failure nor a summary judgment of F.” reminded me how unhelpful it is to be given a summary judgment–or all of us. The only value of giving a child a summary judgment that I can think of is to strengthen her practice in handling such things (“well you certainly aren’t very good in math.” or “You’re just not ery athletic,” or “Boy are you an idiot.” etc.)
    Jason, Hmmmm. I was not aware of implying what you are inferring. Some brains take to math easier than others for a variety of reasons, but I don’t think there is such a thing as an innate math ability as such, but neither do I think that mathematics comes through stages. I think the most useful ideas about building math ability I wrote about in June. search for “Mathematics is a foreign language” June 21, 2011, then the next few posts.

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