Paddling Upstream

Published by patrick honner on

canoeThe Canoe in the River problem is an algebra classic.  You know how it goes:  “Paddling upstream, it takes Betty Boater 6 hours to travel up the river to Point Apex.  It takes only 3 hours for the return trip downstream to Point Bellows.  If the distance between Point A. and Point B. is 15 miles, what would Betty Boater’s speed be in still water?” 

Below is wonderful retelling of the Canoe in the River problem created by Dan Meyer.  Using a video camera, an ipod, a quiet morning in a mall, and some great editing, this problem is brought new life in this modern and engaging context.

dmeyer -- boat in river

Check it out at  Meyer seems to be focused on modernizing mathematics curricula, and the more stuff he does like this, the better.

And for Betty Boater’s speed, click here.

patrick honner

Math teacher in Brooklyn, New York

1 Comment

Nikita Zolotykh · October 23, 2010 at 5:36 pm

You’re forgetting to mention the real-life applications of this. Running up the down escalator and down the up escalator is also a great way to workout (and annoy people in the train stations)!

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