Methods of Indirect Measurement Common angle method using ...

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$9.7 calculus 09-10 bc.notebook - Steve Willott's Math Help Site$

Calculus Concepts 1 MO CLEs G4BAlg1 G4BGeom G4BInt2 G4BAlg2 G4BInt3 A3AAlg1 A3AGeom A3AInt2 A3AAlg2 A3AInt3 1. You may obtain your own photo, though this photo of Mr. Freeze captures almost the entire ride.
2. Obtain accelerometer data (and barometric pressure data, if possible) for Mr. Freeze. That data should help you with the following problems. Definition: Let h(t) be the function that indicates the rider’s height above the ground at time t. Assume that the domain for h is limited to the portion of the ride clearly visible in the picture and you may choose to limit the domain to EITHER the portion of the ride where the train moves only forward OR only backward, if you wish. 3. Sketch a graph of h(t). Indicate on the photo and on the graph the extrema (maxima/minima) for h(t). 4. Sketch a graph of h’(t). Indicate on the photo and on the graph where, if at all, h’(t) is positive. If nowhere, why not? 5. Sketch a graph of h’’(t). Indicate on the photo and on the graph where, if at all, h’’(t) is positive. If nowhere, why not? 6. Regarding the function h(t), tell me what you know about continuity, differentiability, increasing/decreasing/monotonicity, and concavity. You might choose to discuss what would happen if some condition is violated; for example, what if h(t) lacked continuity, differentiability, etc.?
Page 1 and 2: Methods of Indirect Measurement Com
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