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eric lerma

eric l.

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Question 15 To heat 10.00 g of water at 15 Celsius to 16 Celsius requires 10 calories (1 cal = 4.184 J). Find the amount of Joules absorbed by this water sample. Assume no heat loss to the container or to the surroundings. 41.84 J 0.004184 J 0.4184 J 4184 J

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Required information Problem 10.090 - Heat addition to a Gas-Turbine power plant A stationary gas-turbine power plant operates on a simple ideal Brayton cycle with air as the working fluid. The air enters the compressor at 95 kPa and 290 K and the turbine at 760 kPa and 1100 K. Heat is transferred to air at a rate of 40000 kJ/s. Problem 10.090.a - Power delivered assuming constant heat capacities Determine the power delivered by this plant assuming constant specific heats at room temperature. The power delivered by this plant is kW.

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Current Attempt in Progress In a Young's experiment, it is essential that the two beams: O travel equal distances O come originally from the same source O be exactly parallel O be composed of a broad band of frequencies O have exactly equal intensity

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believed that the human personality functions at three levels of awareness: conscious, preconscious, and unconscious

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Which of these theories divide people into three social classes--the workers, the capitalists, and the land owners?

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Which of the following policies is used by a central bank to control the supply of money and interest rates? A) Fiscal policy B) Trade policy C) Monetary policy D) Industrial policy

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QUESTION Construct one real-life situation involving... Construct one real-life situation involving quartiles, deciles, or percentiles and one real-life situation involving percentile rank. Then give your interpretations of the two situations. Please note that this activity will be graded based on the rubric provided in the activity notebook.

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The use of a tariff provides monopoly protection since: a. it reduces exporters' profits. b. it expands tax credits. c. it allows more imports into the country. d. it reduces competition from imports by raising the import price.

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The cube of a number equals sixty four time the same number. Find the number

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3. Given a vector \underline{x} in a vector and space and a unit vector \underline{?} in the same space, we define another vector \underline{z} as \underline{z} = \underline{x} - \underline{?} (\underline{?}^T \cdot \underline{x}) . Prove \begin{itemize} \item \underline{z} is orthogonal to \underline{?} , \item |\underline{z}|^2 + |\underline{?} (\underline{?}^T \cdot \underline{x})|^2 = |\underline{x}|^2 \end{itemize}

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