Homework Answers
Pareto criterion says that it is a condition ans situation where anybody is better off without getting other worse off. So according to this principle the option b ,c ,e are pareto efficient but in another points one is worse off as getting zero apple so in that case pareto condition soes not apply.
For efficent condition it should be necessary that MRSa = MRSb so in that case the apple to adam must be equal to eve so it is shown in points c and e.
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Please answer all, label, and show/explain all work
3. Adam and Eve consume only apples. Of...
Charlotte and Wilber are two agents in a two-agent, two-commodity pure exchange economy where apples and...
Charlotte and Wilber are two agents in a two-agent, two-commodity pure exchange economy where apples and bananas are the two commodities. Charlotte loves apples and hates bananas. Her utility function is Ucu, b) = u 5 , where a is the number of apples she consumes and b in the number of bananas she consumes. Wilber likes both apples and bananas. His utility function is Uca, b) = a +2Vb. Charlotte has an initial endowment of no apples and 8...
Suppose individuals A and B start with endowments (3,7) and (7,3),respectively. *Please answer all parts of...
Suppose individuals A and B start with endowments (3,7) and (7,3),respectively. *Please answer all parts of the question including #5,6,7,8,9,10,11* Draw the Edgeworth box and label the initial endowments. Are the final allocations (6, 3) and (5, 6) feasible? Suppose that individual A has utility function UA = xA1 + 2xA2 . Draw a few of A’s indifference curves on the Edgeworth box. (Make sure you’ve drawn them correctly.) Suppose that individual B has utility function UB = 2xB1 +...
The answer is A. Please show all steps 19. Ms. Prindable makes caramel apples (Y) out of normal apples (A) and caramel...
The answer is A. Please show all steps
19. Ms. Prindable makes caramel apples (Y) out of normal apples (A) and caramel (C) through the production function Y = A C2. She sells them for 12 cents each at the weekly farmer's market. Normal apples cost 2 cents each and when Ms. Prindable is maximizing her profits, she uses 64 units of caramel. (Ms. Prindable is a price-taker.) Find the price per unit of caramel. A) 3 cents B) 4...
Please answer the below genetics question and show/explain all work. 3. A Xenopus chromosome has a...
Please answer the below genetics question and show/explain all
work.
3. A Xenopus chromosome has a regular gene sequence of LMN*OPQRST. The centromere here is labeled with an *. You study Xenopus with the chromosomes listed below; you task is to label each of these chromosomes with the type of large-scale chromosomal rearrangement that has been made. A. LMN OROPST B. LMN OQRST C. LQPO* NMRST D. LMN*OPOABCD
XC Quiz 2 Show all work. Label and clearly explain your answer. This is very important....
XC Quiz 2 Show all work. Label and clearly explain your answer. This is very important. 1) You must answer in order to get full credit. 2) If you do show your work, and your answer is wrong. you can still earn a substantial amount of credit depending on how serious the error is. 3) If your answer is wrong, and you don't show your work, you will get a zero. Ruth Gehrig has received contract offers from three professional...
Show all work and label answers (1) A mixing tank is filled and drained in gallons)...
Show all work and label answers
(1) A mixing tank is filled and drained in gallons) after t hours according to f(t) = 9ť – (a) For which time intervals is the volume increasing or decreasing? When does the maximum occur and how many gallons is it? (5 points) (b) For which time intervals is the filling or draining rate increasing or decreasing (i.e. concavity)? At which time is the tanking being filled the fastest (i.e. inflection point)? (5 points)
NOTE: It is a General Equilibrium (GE) question. Please answer all parts of the question. Thanks ...
NOTE: It is a General Equilibrium (GE) question. Please answer
all parts of the question. Thanks for the help.
Ш. Consider the two-person, two-good economy given by 띠 (x) = 2011 + x12, wi and u2(x2)2+222 , w- where u讠 : R → R+, xi :-(zil, Xi2), and wi := (wil ,Wi2), i = 1, 2, are person i's utility function, consumption bundle, and endowment of the two goods, respeortively. 1. Find the set of competitive equilibrium allocations and corresponding...
Show all work. Label and clearly explain your answer. This is very important. 1) You must...
Show all work. Label and clearly explain your answer. This is very important. 1) You must explain how you arrived at your answer in order to get full credit. 2) If you do show your work, and your answer is wrong, you can still earn a substantial amount of credit depending on how serious the error is. 3) If your answer is wrong, and you don't show your work, you will get a zero. Sarcosuchus Corporation offers very short-term loans...
only need answers e, f, g 1. Oscar and Elmo make up a simple exchange economy...
only need answers e, f, g
1. Oscar and Elmo make up a simple exchange economy where the only goods are books and cookies. Total books 10 Total cookies 5 a) Elmo has 7 books and 2 cookies. Draw the Edgeworth box. Label the endowment with w and how much each person is consuming (or reading) at that point. Also label Elmo's origin (OE) and Oscar's origin (Oo), and label along which axis each good is increasing for each person...
Please clearly show all work and explain how they computed this answer. a Apply given an...
Please clearly show all work and explain how they
computed this
answer.
a Apply given an inverse franction Laplace and find transform resulting to f (t) F 6) = 300s (5+1)(8 + 25 +26) and explain how Please clearly Show all work to get to this answer. Answers! F#) = -126 61.2 e cos (5t +78.79)
Charlotte and Wilber are two agents in a two-agent, two-commodity pure exchange economy where apples and bananas are the two commodities. Charlotte loves apples and hates bananas. Her utility function is Ucu, b) = u 5 , where a is the number of apples she consumes and b in the number of bananas she consumes. Wilber likes both apples and bananas. His utility function is Uca, b) = a +2Vb. Charlotte has an initial endowment of no apples and 8...
The answer is A. Please show all steps
19. Ms. Prindable makes caramel apples (Y) out of normal apples (A) and caramel (C) through the production function Y = A C2. She sells them for 12 cents each at the weekly farmer's market. Normal apples cost 2 cents each and when Ms. Prindable is maximizing her profits, she uses 64 units of caramel. (Ms. Prindable is a price-taker.) Find the price per unit of caramel. A) 3 cents B) 4...
Please answer the below genetics question and show/explain all
work.
3. A Xenopus chromosome has a regular gene sequence of LMN*OPQRST. The centromere here is labeled with an *. You study Xenopus with the chromosomes listed below; you task is to label each of these chromosomes with the type of large-scale chromosomal rearrangement that has been made. A. LMN OROPST B. LMN OQRST C. LQPO* NMRST D. LMN*OPOABCD
XC Quiz 2 Show all work. Label and clearly explain your answer. This is very important. 1) You must answer in order to get full credit. 2) If you do show your work, and your answer is wrong. you can still earn a substantial amount of credit depending on how serious the error is. 3) If your answer is wrong, and you don't show your work, you will get a zero. Ruth Gehrig has received contract offers from three professional...
Show all work and label answers
(1) A mixing tank is filled and drained in gallons) after t hours according to f(t) = 9ť – (a) For which time intervals is the volume increasing or decreasing? When does the maximum occur and how many gallons is it? (5 points) (b) For which time intervals is the filling or draining rate increasing or decreasing (i.e. concavity)? At which time is the tanking being filled the fastest (i.e. inflection point)? (5 points)
NOTE: It is a General Equilibrium (GE) question. Please answer
all parts of the question. Thanks for the help.
Ш. Consider the two-person, two-good economy given by 띠 (x) = 2011 + x12, wi and u2(x2)2+222 , w- where u讠 : R → R+, xi :-(zil, Xi2), and wi := (wil ,Wi2), i = 1, 2, are person i's utility function, consumption bundle, and endowment of the two goods, respeortively. 1. Find the set of competitive equilibrium allocations and corresponding...
only need answers e, f, g
1. Oscar and Elmo make up a simple exchange economy where the only goods are books and cookies. Total books 10 Total cookies 5 a) Elmo has 7 books and 2 cookies. Draw the Edgeworth box. Label the endowment with w and how much each person is consuming (or reading) at that point. Also label Elmo's origin (OE) and Oscar's origin (Oo), and label along which axis each good is increasing for each person...
Please clearly show all work and explain how they
computed this
answer.
a Apply given an inverse franction Laplace and find transform resulting to f (t) F 6) = 300s (5+1)(8 + 25 +26) and explain how Please clearly Show all work to get to this answer. Answers! F#) = -126 61.2 e cos (5t +78.79)
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