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nerea vargas

nerea v.

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A r esearcher designs a study so that their subjects are observed for several weeks without treatment. They are then given a treatment for several weeks. This is followed by more weeks in which the treatment is withdrawn. Finally, the subjects are given a second round of treatments. The effects of the first treatment, the withdrawal of, and the second treatment are measured. This study is typical of a which design?

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When 20.0 g of milk, initially at a temperature of 8.00°C, is added to 200 g of coffee, initially at a temperature of 72.00°C, what is the entropy increase of the Universe (in J/K)? The specific heats of milk and coffee can both be approximated as 4.20 J/(g °C). (Round your answer to at least two decimal places.) AS = 2.03 X First, consider conservation of energy. Using the specific heats, can you find the final equilibrium temperature of the combined system? Next consider the infinitesimal change in entropy dS. How does it depend on dQ and temperature? How is Q and therefore dQ related to 7? Can you write an infinitesimal expression for each object that can be integrated from the initial to final temperature? J/K

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Why is ethanol a good solvent? Relate your explanation to its structure.

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General terms used to describe unicellular fungi A sporangium B septa C thallus D saprobe E yeast

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Question 2 4 pts Jordan was involved in an automobile accident. Her car was used 100% for business in her sole proprietorship. The car had originally cost $25,000. At the time of the accident, it was worth $14,000 and Jordan had taken $10,000 of depreciation. After the accident, it was worth $0. The car was not insured. Jordan's deductible casualty loss is: â—‹ $25,000 â—‹ $15,000 â—‹ $11,400 â—‹ $14,000 â—‹ $0

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15) A redox reaction involves the transfer of A) oxygen. B) water. C) an electron. D) a proton

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Use areas to evaluate the integral $f(x) = 3x + \sqrt{25 - x^2}$ on the following intervals. (a) $[-5, 0]$ (b) $[-5, 5]$ (a) $\int_{-5}^{0} (3x + \sqrt{25 - x^2}) dx = ?$ (Type an exact answer, using $\pi$ as needed.)

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Do problem 4.17.1, 2, 4, but for the multicycle MIPS instead of the pipelined MIPS. That is: 4.17.1 Specify the state in which the exception can be detected. 4.17.2 Modify the multicycle design to support this. 4.17.4 Modify the multicycle design to support this. Thank you for your help. Please explain it carefully. Following two instructions: Instruction 1 Instruction 2 BNE R1, R2, Label|LW R1, 0(R1) 4.17.1 [5] <S4.9> Which exceptions can each of these instructions trigger? For each of these exceptions, specify the pipeline stage in which it is detected. 4.17.2 [10] <S4.9> If there is a separate handler address for each exception, show how the pipeline organization must be changed to be able to handle this exception. You can assume that the addresses of these handlers are known when the processor is designed. 4.17.3 [10] <S4.9> If the second instruction is fetched right after the first instruction, describe what happens in the pipeline when the instruction is fetched until the time the first instruction of the exception handler is completed. 4.17.4 [20]<S4.9> In vectored exception handling, the table of exception handler addresses is in data memory at a known (fixed) address. Change the pipeline to implement this exception handling mechanism. Repeat 4.17.3 using this modified pipeline and vectored exception handling. 4.17.5 [15]<S4.9>We want to emulate vectored exception handling (described in 4.17.4) on a machine that has only one fixed handler address. Write the code that should be at that fixed address. Hint: this code should identify the exception, get the right address from the exception vector table, and transfer execution to that handler.

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When a "call" is executed how does the CPU know where to return?

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5. The diagram below shows a force-on-a-conductor balance set up to measure the magnetic induction between two flat magnets in which a north pole is facing a south pole. N A S S X Y d.c. supply top pan balance The length of the wire in the magnetic field is 0.06 m. When the current in the wire is zero the reading on the balance is 95.6 g. When the current is 4.0 A the reading on the balance is 93.2 g. (a) Calculate the magnitude and direction of the force on the wire from these balance readings. (b) Calculate the magnitude of the magnetic induction between the poles of the magnets. (c) Suggest a value for the reading on the balance if the connections to the supply were reversed. Justify your answer. (d) Suggest a value for the reading on the balance if one of the magnets is turned over so that the north face on one magnet is directly opposite the north face of the other magnet. Justify your answer.

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