This format should allow you more time to think about your answer. The length of your answers should range from 2-4 paragraphs, depending on the complexity of the question. Remember to use the readings and your class notes to answer the questions. Use citations/quotes and then go on to interpret and explain the quote in your own words.

Horwitz and Nelson both discuss the feminist methodology as one that starts with a critique of Cartesian dualism.Explain what Cartesian dualism is and how it informs feminist economics.Go on to analyze the way Horwitz describes this aspect of feminist economics as a critique of neoclassical theory and a potential bridge to Austrian economics

Explain the spectral differences between the spinach and the Cordyline fruticose leaves.

What determines the leaf color in plants? Provide a structure and of the molecule and explain why green is the predominant color.

Why do deciduous trees change color in the fall (biochemical explanation). Provide a molecule responsible for yellow and one for red color. Why are these molecules necessary in addition to the chlorophyll?

Assume that your friend claims that he can run 20 km in less than an hour and a professional sports team will recruit him after graduation based on this outcome so he does not worry about his GPA at the university. You would like to test this claim and take a random sample of 34 runs this year and find that he averaged 58.2 minutes. Assume that the standard deviation of his runs is 8.5 minutes and it is normally distributed. a. State the null and alternative hypotheses. b. Test the hypotheses at the 5% significance level. What is the p-value of the test? c. What is your conclusion in the context of the question? d. Interpret the p-value you found above. e. What type of error you can commit here? Explain in the context of the question. Also, what are the implications of this error?

1. State the ordinary least squares (OLS) estimation criterion. State the OLS normal equations.

   Derive the OLS normal equations from the OLS estimation criterion.

2. Perform a test of the null hypothesis H₀:β2 = 0 against the alternative hypothesis H₁:β2 ≠ 0 at the 1% significance level ( i.e. for significance level α = 0.01 ). Show how you calculated the test statistic. State the decision rule you use, and the inference you would draw from the test. Briefly explain what the test outcome means.

What are examples of:

1. Sampling Error.

2. Sampling Distribution of Sample Means

3. Central Limit Theorem.

4. Standard Error of the Mean. The standard error of the estimate of the mean is represented by the equation: σ√n Discuss what this equation means, using your own words and explain why we use it. Consider how it relates to the fact that we are making assumptions about the population and not just the sample.

Some financial analysts claim that the rise of the US stock market over the past decade is largely due to the repurchase of common stocks by big corporations using debt financing, such as Boeing and Intel. Is this claim valid? Explain carefully. In your explanation, explain under what circumstances this assessment would be valid, and state and explain the important assumptions in your arguments. (15 pts)

2. Chronic conditions have increased in prevalence and incidence over the last half century with better health care and longer life expectancy. Explain in detail chronic conditions as they related to therapeutic recreation.  

3. Explain in detail chronic disability, quality of life, and rehabilitation for persons with physical disabilities as it relates to therapeutic recreation.  

For questions 15-20, consider a box with 3 red and 5 blue balls. 15. If one ball is drawn at random, what is the probability that the color is red? The probability that you pick a red ball is 3/8. 3 red, 5 blue 3+5=8 Therefore, 3/8. https://canvas.park.edu/files/5516027/download?download_frd=1&verifier=6xdC2s8YTdrrfONH1TZPJUK9jRKzh2UmtaqIbg9y 16. If two balls are drawn at random, what is the probability that both are red? Utilizing the tree... P (R X R)=(3/8) (2/7) 17. Two balls are drawn at random. If it is known that the first one is red, then what is the probability that the second one is red? 18. If two balls are drawn at random, what is the probability that they have the same color? 19. If two balls are drawn at random, what is the probability that they have different colors? 20. If three balls are drawn at random, what is the probability that at least one of them is blue?

Give detail idea about Uber and its Humanising the brand. and picture the idea if you can

1- Give information about the stages of concrete production. Discuss any two stages in detail.