Flats Versus Heels A woman might wear a pair of flat shoes to work during the day as in Figure 11-61 (a) , but a pair of high heels Figure 11-61 (b) , when going out for the evening. Assume that each foot supports half her weight. w = W /2 = 279 N, and that the forces exerted by the floor on her feet occur at the points A and B in both figures. Find the forces F A (point A) and F B (point B) for (a) flat shoes and (b) high heels. (c) How have the high heels changed the weight distribution between the woman’s heels and toes? Figure 11-61 Problem 82
Flats Versus Heels A woman might wear a pair of flat shoes to work during the day as in Figure 11-61 (a) , but a pair of high heels Figure 11-61 (b) , when going out for the evening. Assume that each foot supports half her weight. w = W /2 = 279 N, and that the forces exerted by the floor on her feet occur at the points A and B in both figures. Find the forces F A (point A) and F B (point B) for (a) flat shoes and (b) high heels. (c) How have the high heels changed the weight distribution between the woman’s heels and toes? Figure 11-61 Problem 82
Flats Versus Heels A woman might wear a pair of flat shoes to work during the day as in Figure 11-61 (a), but a pair of high heels Figure 11-61 (b), when going out for the evening. Assume that each foot supports half her weight. w = W/2 = 279 N, and that the forces exerted by the floor on her feet occur at the points A and B in both figures. Find the forces FA (point A) and FB (point B) for (a) flat shoes and (b) high heels. (c) How have the high heels changed the weight distribution between the woman’s heels and toes?
Physics different from a sea breeze from a land breeze
File Preview Design a capacitor for a special purpose.
After graduating from medical school you and a friend take a three hour cruise to celebrate and end up
stranded on an island. While looking for food, a spider falls on your friend giving them a heart attack.
Recalling your physics, you realize you can build a make-shift defibrillator by constructing a capacitor from
materials on the boat and charging it using the boat's battery. You know that the capacitor must hold 100
J of energy and be at 1000 V (fortunately this is an electric boat which has batteries that are 1000 V) to
work. You decide to construct the capacitor by tightly sandwiching a single layer of Saran wrap between
sheets of aluminum foil. You read the Saran wrap box and fortunately they tell you that it has a thickness
0.01 mm and dielectric constant of 2.3. The Saran wrap and foil are 40 cm wide and very long. How long
is the final capacitor you build that saves your friend?
How do I plot the force F in Matlba (of gravity pulling on the masses) versus spring displacement, and fit the data with a linear function to find the value for the spring constant. To get a linear fit, use polynomial order 1. Report the value of 'k' from the fit.
What code is used?
Human Physiology: An Integrated Approach (8th Edition)
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