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Continuing for question 1, now Jack is considering buying health insurance to protect against this medical risk, and is deciding between the following three plans (or simply remaining uninsured): Plan A: 0% coinsurance rate, $20,000 annual premium Plan B: 20% coinsurance rate, $10,000 annual premium Plan C: 80% coinsurance rate, $5,000 annual premium (1) Compute his expected income and expected utility under each of these three plans. (2) Which plan maximizes his expected income? How about compared to remaining uninsured? (3) Which plan maximizes his expected utility? How about compared to remaining uninsured? (4) For each of these three plans, please also compute the minimum premium that the insurance company should charge if we assume the loading fee is 0.

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A nation that has an open economy: Allows private ownership of capital Has flexible exchange rates Has fixed exchange rates Trades with other nations

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Calculate the value of $\int_0^{0.3} \frac{dx}{\sqrt{1 - x^2}}$ using Simpson's 3/8th rule. Take h = 0.05.

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The technique of selecting a sample by drawing every nth item in the population is a method of performing. A systematic sample selection B) random sample selection non-statistical sample selection (D) population sample selection

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Factor the polynomial. $x^2 - 14x + 48$ Select the correct choice below and, if necessary, fill in the answer box to complete your choice. A. $x^2 - 14x + 48 = $ B. The polynomial is prime.

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Wayne Enterprises recently sold $50 million of bonds; $10 million of the bonds had a call provision, effect on or after June 30, 2035. What would probably be different between the call bonds and the non-call bonds? ? a. The call bonds will not be as attractive as the non-call bonds. b. The call bonds would have to be turned in on the call date of June 30, 2035. c. The call bonds might carry a slightly higher interest rate than the non-call bonds. d. The non-call bonds cannot be sold on the secondary market until after June 30, 2035.

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Question 7 (3 marks) Consider the motion of the object whose velocity-time graph is shown below. v$_x$ (m/s) 4 2 I 0 0 1 2 3 4 t (s) (a) Calculate the acceleration of the object during between t = 2 s and t = 4 s? (1 mark) (b) What is the displacement of the object between times t = 0 s and t = 4 s. (2 marks)

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Events The plasma membrane experiences depolarization. The plasma membrane becomes permeable to Ca$^{2+}$, so Ca$^{2+}$ ions flow into the axon terminal. Synaptic vesicles release their contents into the synaptic cleft. Neurotransmitters diffuse across the synaptic cleft to the postsynaptic neuron. Neurotransmitters cause depolarization or hyperpolarization of the postsynaptic membrane. Order (1 to 5) Consider a neuron that releases norepinephrine and signals directly to two other neurons. One of the two postsynaptic neurons synthesizes norepinephrine receptors that open K$^+$ channels. When the presynaptic neuron releases norepinephrine, K$^+$ ions will flow the dendrites of this postsynaptic neuron. On this neuron, norepinephrine has an effect. The other postsynaptic neuron has norepinephrine receptors that open Na$^+$ channels. In this postsynaptic neuron, norepinephrine has an effect. The EPSP generated by an excitatory synapse and the IPSP generated by an inhibitory synapse sometimes must work together to generate the proper total response in the postsynaptic cell, referred to as the GPSP . The following animation shows the effect that signals from presynaptic neurons have on the membrane potential of the postsynaptic cell. Watch the animation and then complete the statement that follows.

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Find the Phasor representation of the following functions: a) v(t)=26sin(5t+10°) b) i(t)=3cos(377t)+4sin(377t) c) v(t)=16sin(5t)-12cos(5t) d) i(t)=-5cos(100t)-4sin(100t)

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4. Heat is generated uniformly in a stainless steel plate having k = 20 W/m-K. The thickness of the plate is 1.0 cm and the heat generation rate is 500 MW/m². If the two sides of the plate are maintained at 100 and 200°C respectively, calculate the temperature at the center of the plate. T=463°C

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