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1. Sketch and explain different regions of a pressure-volume diagram of a full cardiac cycle.
2. Sketch and explain the relationship between cardiac output and end-diastolic volume.
3. The Lennard-Jones potential is given by
U= -A/r6+B/r12
where A and B depend on the depth of the potential well and the distance at which potential vanishes. Draw the profile of this potential (sketch without specific values) and explain its different regions.
4. The probability of dissociation of water into H+ and OH- , to a good approximation, can be characterized by the Boltzmann distribution:
W = e-E- / kT
If, at 27 0C, 1.5 moles of water contain 1.5 X 1013 pairs of H+ and OH-, estimate the value of energy of dissociation.
5. Sketch and explain different regions of phase diagram of water (pressure vs. temperature).
6. Explain how air inhalation and expiration takes place through pressure gradients inside and around lungs.
7. Explain why Alveoli surface tension varies during respiration.
how to find mode graphically when the biggest rectangle is at the end
How can you use probability to improve your chances of winning at a casino
AMORTIZATION The slow decrease or liquidation of an quantity over a time interval according to a specified program (such as, the pension of a debts by sequential repayments to the
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when does the mode is said to be ill defined?
how to find 1st quartile from the graph of more than ogive type, please reply me with an example
The sizes of 15 California earthquakes are given below. 6.8 6.6 7.5 6.2 6.5 7.1 8.3 5.9 6.1 6.9 7.0 6.2 5.9 6.3 7.3 (a) Assuming normal distribution for the s
1. A sample from 16 different farms across Quebec shows that the hay production in bales per acre is normally distributed N(100,50). a. (2p )What is the probability that a random
Amplification is the process by which the magnitudes of the variable quantity is increasing, especially the magnitude of voltage, current or power, without changing any other quant
Table 2: Mathematics Score/Jadual 2: Skor Matematik 27 37 30 28 39 25 45 28 32 28 26 38 31 30 47 41 a) Based on Table 2, organize the data into a frequency distribution by taking
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