If you’re in Washington, DC, this weekend, check out the USA Science and Engineering Festival.
With over 1,500 exhibits for math, science, and engineering, the National Mall will be filled with geeks-a-plenty. NCTM will be participating in the event, running an activity based on the Bears in a Boat lesson from Illuminations. (I’ll be manning the exhibit on Saturday; if you’re there, stop by Booth 410 to say hello.)
A mathematician, an engineer, and a physicist are scheduled to appear at a science and engineering festival. Arriving in Washington, DC, they spy a festival (*) on the National Mall.
The physicist is driving the car. While stopped at a stoplight, he performs some calculations to determine the exact amount of acceleration needed so that the car will roll to a stop at the entrance to the festival. When the light changes green, he depresses the gas pedal for 2.837 seconds and then releases it. The car accelerates to 22 miles per hour, then slowly decelerates and comes to a stop approximately 150 meters beyond the festival. “Hmm,” he says, perplexed that his calculations failed him.
“You missed,” says the engineer. “My turn.” The engineer and physicist swap seats so the engineer can drive. They return to the same stoplight. The engineer then estimates the distance to the festival based on the position of the sun and the length of the shadow cast by the Washington Monument. He then finds the answer to the problem in a look-up table. He depresses the gas pedal until the car reaches a speed of 21 miles per hour and releases his foot. The car gently rolls to a stop 150 meters short of the festival entrance.
“Well,” says the physicist, “it seems that your method wasn’t very successful, either.”
“What are you talking about?” says the mathematician. “On average, the two of you arrived perfectly!”
(*) How did they know it was science and engineering festival?
The physicist observed that it behaved like a science and engineering festival, so it must be a science and engineering festival.
The mathematician compared it to a festival he had attended a year before, thereby reducing it to a previously solved problem.
The engineer was looking for a science and engineering festival; therefore, it was a science and engineering festival.