I'm begging you. Please please
please please show your work. Whenever I ask I never get work shown
and I never understand what to do. Please show your work.
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I'm begging you. Please please
please please show your work. Whenever I ask I never get...
Can you please show your work for the derivative part? It has been a while. Thank...
Can you please show your work
for the derivative part? It has been a while. Thank you :)
1. Consider the following production function with two inputs X1 and X2. y= xix a. Derive the equation for an isoquant (assuming x2 is on the y-axis). b. Derive the marginal product of input X1. c. Derive the marginal product of input x2. d. Derive the marginal rate pf technical substitution (MRTS).
2. Consider the following production function with two inputs X1 and X2. y = x1/2x2/4 a....
2. Consider the following production function with two inputs X1 and X2. y = x1/2x2/4 a. Derive the equation for an isoquant (assuming X2 is on the y-axis). b. Derive the marginal product of input x1. c. Derive the marginal product of input x2. d. Derive the marginal rate pf technical substitution (MRTS).
3. Consider the following production function with two inputs X1 and x2. y = alnx +...
3. Consider the following production function with two inputs X1 and x2. y = alnx + Blny a. Derive the equation for an isoquant (assuming x is on the y-axis). b. Derive the marginal product of input x. c. Derive the marginal product of input x. d. Derive the marginal rate pf technical substitution (MRTS).
14. Answer the following questions based on the following production function: f(xi,x2)-240x11x212. Please show how you...
14. Answer the following questions based on the following production function: f(xi,x2)-240x11x212. Please show how you found your answer a) b) y Find the isoquant for any given output level. (5 Points) If output is equal to 4,320 and input 1 is equal to 27, how much input 2 do you need? (6 Points) Calculate the marginal rate of technical substitution (MRTS) in terms of inputs by taking the derivative of the isoquant you found in part a. (10 Points)...
SHOW ALL WORK!!! 2. For the following Cobb-Douglas production function, q=f(L,K) = _0.45 0.7 a. Derive expressions for m...
SHOW ALL WORK!!!
2. For the following Cobb-Douglas production function, q=f(L,K) = _0.45 0.7 a. Derive expressions for marginal product of labor and marginal product of capital, MP, and MPK. b. Derive the expression for marginal rate of technical substitution, MRTS. C. Does this production function display constant, increasing, or decreasing returns to scale? Why? d. By how much would output increase if the firm increased each input by 50%?
Please show all your work step by step 1. Suppose the production function is Cobb-Douglas and f(x1,22) = x122. (...
Please show all your work step by step
1. Suppose the production function is Cobb-Douglas and f(x1,22) = x122. (a) Write an expression for the marginal product of xy at the point (21,22). (b) Holding a fixed, for small increases in 31, will the marginal product of increase, decrease or remain constant? (c) What's the marginal product of factor 2? Will it increase, remain constant or decrease for small increases in x2? (d) Does an increase in the amount of...
Please show as much work and explanation as possible, thank you so much! Part 2: For...
Please show as much work and
explanation as possible, thank you so much!
Part 2: For each question below, select all answers that are correct (there may be more than one correct answer, there may be none). Each potential answer is worth 2 points. MPK then we can conclude that: PK MPL 1. If PL (a) The firm should use more capital (K) and less labor (L) (b) The firm is not operating on its Long Run Average Cost Curve....
please explain step by step of the answer and show your work, because I'm studying. Consider...
please explain step by step of
the answer and show your work, because I'm studying.
Consider a Hydrogen atom 0.5 Å radius made up of an electron (-1.6X1019C charge) orbiting a proton of equal and opposite charge. I want to strip this electron from the atom and move it to infinity. How much work do I do in the process? (25 pts) 4)
II. Derivations (You must show all your work for full credit.) i. Given the model y=XB+ɛ,...
II. Derivations (You must show all your work for full credit.) i. Given the model y=XB+ɛ, derive the least squares estimate for ß? (10 points) ii. Show that B=(x+x)"x"y is an unbiased estimate for B.(10 points) ii. Given vlə) = E[(@–B\–B)], derive the variance- covariance matrix for the least squares estimator (10 points). iv. Given the model y=XB+ɛ, the transformation matrix T, and TTT=22-1, derive the GLS estimator (10 points).
show me steps please a In mechanics, the energy of a moving body is called kinetic...
show me steps please
a In mechanics, the energy of a moving body is called kinetic energy. If an object of mass (kilograms) is moving with a velocity v (meters per second), then the kinetic energy k( joules) is given by the equation ke we model the mass and inputs to a system (moving body) and the energy as output, then obnerve the system for while and deduce the following two rules of inference based on our observations Rule 1:...
Can you please show your work
for the derivative part? It has been a while. Thank you :)
1. Consider the following production function with two inputs X1 and X2. y= xix a. Derive the equation for an isoquant (assuming x2 is on the y-axis). b. Derive the marginal product of input X1. c. Derive the marginal product of input x2. d. Derive the marginal rate pf technical substitution (MRTS).
2. Consider the following production function with two inputs X1 and X2. y = x1/2x2/4 a. Derive the equation for an isoquant (assuming X2 is on the y-axis). b. Derive the marginal product of input x1. c. Derive the marginal product of input x2. d. Derive the marginal rate pf technical substitution (MRTS).
3. Consider the following production function with two inputs X1 and x2. y = alnx + Blny a. Derive the equation for an isoquant (assuming x is on the y-axis). b. Derive the marginal product of input x. c. Derive the marginal product of input x. d. Derive the marginal rate pf technical substitution (MRTS).
14. Answer the following questions based on the following production function: f(xi,x2)-240x11x212. Please show how you found your answer a) b) y Find the isoquant for any given output level. (5 Points) If output is equal to 4,320 and input 1 is equal to 27, how much input 2 do you need? (6 Points) Calculate the marginal rate of technical substitution (MRTS) in terms of inputs by taking the derivative of the isoquant you found in part a. (10 Points)...
SHOW ALL WORK!!!
2. For the following Cobb-Douglas production function, q=f(L,K) = _0.45 0.7 a. Derive expressions for marginal product of labor and marginal product of capital, MP, and MPK. b. Derive the expression for marginal rate of technical substitution, MRTS. C. Does this production function display constant, increasing, or decreasing returns to scale? Why? d. By how much would output increase if the firm increased each input by 50%?
Please show all your work step by step
1. Suppose the production function is Cobb-Douglas and f(x1,22) = x122. (a) Write an expression for the marginal product of xy at the point (21,22). (b) Holding a fixed, for small increases in 31, will the marginal product of increase, decrease or remain constant? (c) What's the marginal product of factor 2? Will it increase, remain constant or decrease for small increases in x2? (d) Does an increase in the amount of...
Please show as much work and
explanation as possible, thank you so much!
Part 2: For each question below, select all answers that are correct (there may be more than one correct answer, there may be none). Each potential answer is worth 2 points. MPK then we can conclude that: PK MPL 1. If PL (a) The firm should use more capital (K) and less labor (L) (b) The firm is not operating on its Long Run Average Cost Curve....
please explain step by step of
the answer and show your work, because I'm studying.
Consider a Hydrogen atom 0.5 Å radius made up of an electron (-1.6X1019C charge) orbiting a proton of equal and opposite charge. I want to strip this electron from the atom and move it to infinity. How much work do I do in the process? (25 pts) 4)
II. Derivations (You must show all your work for full credit.) i. Given the model y=XB+ɛ, derive the least squares estimate for ß? (10 points) ii. Show that B=(x+x)"x"y is an unbiased estimate for B.(10 points) ii. Given vlə) = E[(@–B\–B)], derive the variance- covariance matrix for the least squares estimator (10 points). iv. Given the model y=XB+ɛ, the transformation matrix T, and TTT=22-1, derive the GLS estimator (10 points).
show me steps please
a In mechanics, the energy of a moving body is called kinetic energy. If an object of mass (kilograms) is moving with a velocity v (meters per second), then the kinetic energy k( joules) is given by the equation ke we model the mass and inputs to a system (moving body) and the energy as output, then obnerve the system for while and deduce the following two rules of inference based on our observations Rule 1:...
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