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A man with type B blood and a woman with type AB blood have children. a) (3 marks) What blood types are possible among their children? draw a punnet sqaure

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Fill in the boxes in the following reactions

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How much will you have in 34 years, if you invest $1000 today and earn 13% interest per year? Round your answer to the nearest dollar.

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lain in Detail Write a HTML program to display your school name and address usin geading level tags.

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angles and sides of each pair of triangles to indicate that they are congruent. \triangle HGF \cong \triangle HGM 18) \triangle HJI \cong \triangle HJR

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A new hormone increases the milk yield of dairy cows. In the milk market, we would predict Select one: a. a decrease in supply, a lower equilibrium price, and a lower equilibrium quantity. b. an increase in supply, a lower equilibrium price, and a higher equilibrium quantity. c. a decrease in supply, a higher equilibrium price, and a higher equilibrium quantity. d. an increase in supply, a higher equilibrium price, and a lower equilibrium quantity.

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discuss the role of one or more genes in one behaviour

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Which of the following are short-term effects of alcohol consumption: a. decreased appetite, enhanced coordination, memory loss b. nausea, vomiting, dehydration c. cirthosis, nausea, liver cancer d. dementia, stomach cancer, high blood pressure 15. Which of the following are short-term effects of alcohol consumption: a.decreased appetite,enhanced coordination,memory loss Ob.nausea,vomiting,dehydration c.cirrhosis,nausea,liver cancer O d. dementia,stomach cancer,high blood pressure

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Text 1: Your grandfather has an annuity that is worth $82,585 today. It will give him monthly payments for 22 years. If the rate is 4.72%, what will be his monthly payment? Text 2: Your mother has an annuity that will give her monthly payments for 5 years. She tells you it is worth $147,423 today. If her required return is 10.33%, what is the monthly payment?

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Question 2 Suppose the economy is characterised by the following equations: Price setting: $P = (1 + m)\frac{W}{A}$ Wage setting: $W = A^e P^e (1 + \alpha (1 - 100u) + z)$ where A technology parameter in the production function of Y = AN, m markup, z catches all other variables that may affect the outcome of wage setting and $\alpha$ is a constant. A is unobserved and it is difficult to estimate, while $A^e$ is expected value of A. First, suppose that expectations of both prices and technology are accurate, hence $P^e = P$ and $A^e = A$. a) Solve for the natural rate of unemployment and medium-run real wage rate if m = 1, z = 1, $\alpha$ = 1 and A = 4. b) Does the natural rate of unemployment depend on technology? Explain. Now suppose $P^e = P$ but $A^e$ does not necessarily equal A. c) Solve for the natural rate of unemployment and medium-run real wage rate if A = 6, but $A^e$ = 8. Show it in a diagram. d) Explain the effects of $\frac{A^e}{A}$ on the unemployment rate. For example, explain what happens if actual A rises significantly but $A^e$ does not in the medium run -- would this mean technology improves or worsens the natural rate of unemployment?

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larry m.