What is the relationship between quasi-statics and statistical physics?
Q: What is the following quantity supposed to measure (220-age)? Is this formula accurate and based…
A: The formula 220 - age gives the value of maximum heart rate of any person in bpm (beats per minute).…
Q: and electrocardiogram is recoreed on mm-grid chart paper moving at a speed of 25mm/s. If the…
A: GivenChart paper moving at speed =25 mm/sDistance between each heart beat=20 mm
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Q: a) Find the total force on the bottom of a cylindrical gasoline storage tank 18.0 m high with radius…
A: Force on the bottom surface of the tank is equal to the weight of the fluid. Weight of the fluid is…
Q: A 4-kg stone is dropped from a height h and strikes the ground with a velocity of 25 m/s. (a) Find…
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Q: Plastic bottle island is assumed to be rectangular, 25.0 m wide and 28.0 m long, and has vertical…
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Q: Mary is 160 cm tall and she is 40 years old. Calculate her predicted residual volume
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Q: how to determine experiment density with of a zinc rod with only the mass, length and diameter, when…
A: Given: Mass of zinc rod, m = 69.5 grams length of rod, L = 34.3 cm Diameter of rod, D=19 cm To…
Q: (a) Let s(t) be the amount of salt in the tank at time t. Find a differential equation governing…
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Q: How do you determine the percentage error of a zinc rod when the experiment density is 0.0071g/cm^3…
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Q: 2 people were collecting data to check if the current recorded is proportional to the voltage,…
A: Given Two people were collecting data to check if the current recorded is proportional to the…
Q: In an experiment, you control variable A (the independent variable), and measure variable B (the…
A: GIVEN A is the independent variable and B is the dependent variable To find out Which variable will…
Q: The spectial distribution of the energy tadiation 'inside a Constant temprature enclosure is: 8Thc…
A: The spectral distribution of the energy of the radiation inside a constant temperature enclosure is…
Q: A uniform density sheet of metal is cut into the shape of an isosceles triangle, which is oriented…
A: Consider the whole triangle and the small inner triangle with the slice as the base. These are…
Q: A 2-lb stone is dropped from a height h and strikes the ground with a velocity of 50 ft/s. (a) Find…
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Q: Express your answer in terms of the variables Ceq, Req, Qo, and t. View Available Hint(s) Hint 1.…
A: The equivalent capacitance in the circuit=Ceq The maximum charge that can be stored in the…
Q: Emmanuel measured the outward force of carbon dioxide in a container as 5.64 Newtons and measured…
A: Emmanuel measured outward force in a container as F = 5.64 Newtons It is also given that he measured…
Q: Derive the relation between the density of air at STP and the density of air in a laboratory: ρs= ρL…
A: Given : Derive the relation between the density of air at STP and the density of air in a…


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- Please answer this, I need help.Although human lung capacity is about 3 liters per lung, the tidal volume, representing the amount of air that is breathed in and out with each breath is much -3 less, typically about 250 cm7 per lung. The cycle of inhalation and exhalation during normal activity can be represented as a sine curve, as shown in the figure below, where the amount of air in each lung before inhalation begins is about 1.09 liters (the functional residual capacity of the lung) and the time on the horizontal axis has been calculated with the average adult breathing rate of 16 breaths per minute. Volume of air in lungs (L) 1.34 1.09 mm minimum height maximum height 15 We can model each lung as a cylinder of radius 5.95 cm in which one end cap is free to move up and down, increasing and decreasing the volume of the model lung during the breathing process. (a) Using the data above, calculate the minimum and maximum heights (in cm) of the model lung during the breathing process. (Round your answers to at least…The effect of surface tension on the mass of a falling drop is studied. According to Raleigh for non-viscous flow the mass of a drop, ma, is a function of the surface tension, σ, the diameter of the droplet, d, the gravity, g, and the flow density, p. ma = f(d,g,p,σ) Find the relevant dimensionless numbers.