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a) A transport aircraft has a wing span of 35 meters and weight of 125,000lbs, and it is trav- cling at 500mph through air of density 0.8 kg/m³. Suppose that the wings deflect air ±lm above/below it. What should the deflection angle a (assumed small) be so that the aircraft produces enough lift to balance its weight? b) Compute the following quantities and present your answers in both the Cartesian basis and the cylindrical basis. Әт Vr, V0, მr მ0’_მამ0 c) Given the pressure field p = xy² + x², calculate the derivative of p at point (x, y) = (2,3) in the direction tangent to the curve y² along which p decreases most rapidly. - 2x = 5. At the same point, determine the direction

a) A transport aircraft has a wing span of 35 meters and weight of 125,000lbs, and it is trav- cling at 500mph through air of density 0.8 kg/m³. Suppose that the wings deflect air ±lm above/below it. What should the deflection angle a (assumed small) be so that the aircraft produces enough lift to balance its weight? b) Compute the following quantities and present your answers in both the Cartesian basis and the cylindrical basis. Әт Vr, V0, მr მ0’_მამ0 c) Given the pressure field p = xy² + x², calculate the derivative of p at point (x, y) = (2,3) in the direction tangent to the curve y² along which p decreases most rapidly. - 2x = 5. At the same point, determine the direction

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Please show all work for a,b, & c.

a) A transport aircraft has a wing span of 35 meters and weight of 125,000lbs, and it is trav- cling at 500mph through air of density 0.8 kg/m³. Suppose that the wings deflect air ±lm above/below it. What should the deflection angle a (assumed small) be so that the aircraft produces enough lift to balance its weight? b) Compute the following quantities and present your answers in both the Cartesian basis and the cylindrical basis. Әт Vr, V0, მr მ0’_მამ0 c) Given the pressure field p = xy² + x², calculate the derivative of p at point (x, y) = (2,3) in the direction tangent to the curve y² along which p decreases most rapidly. - 2x = 5. At the same point, determine the direction
Transcribed Image Text:a) A transport aircraft has a wing span of 35 meters and weight of 125,000lbs, and it is trav- cling at 500mph through air of density 0.8 kg/m³. Suppose that the wings deflect air ±lm above/below it. What should the deflection angle a (assumed small) be so that the aircraft produces enough lift to balance its weight? b) Compute the following quantities and present your answers in both the Cartesian basis and the cylindrical basis. Әт Vr, V0, მr მ0’_მამ0 c) Given the pressure field p = xy² + x², calculate the derivative of p at point (x, y) = (2,3) in the direction tangent to the curve y² along which p decreases most rapidly. - 2x = 5. At the same point, determine the direction
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