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# Lagrangian help!!!! watch

1. Given the production function and the constraint [/font]Q K L  15013 23 53450L K  
I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.

I keep getting 450=450 and nothing for k and l and I'm getting well stressed
Given the production function and the constraint [/font]Q K L  15013 23 53450L K  
I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.

I keep getting 450=450 and nothing for k and l and I'm getting well stressed
Whichever way you have tried to post your question, it hasn't come out in intelligble form; care to try again?
3. A. Given the production function Q =150K^1/3 L^2/3 and the constraint5L+ 3K=450:I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.II. Use the Substitution Method to maximize production subject to the constraint.III. What is the maximum corresponding production?
A. Given the production function Q =150K^1/3 L^2/3 and the constraint5L+ 3K=450:I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.II. Use the Substitution Method to maximize production subject to the constraint.III. What is the maximum corresponding production?

A. Given the production function and the constraint

I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.

II. Use the Substitution Method to maximize production subject to the constraint.

III. What is the maximum corresponding production?

2. For part I, form:

then solve:

When you've done so, if you haven't got the right answer, put up your working so we can see where your problem lies.
5. (Original post by atsruser)

A. Given the production function and the constraint

I. Use the Lagrange Multiplier Method to maximize production subject to the constraint.

II. Use the Substitution Method to maximize production subject to the constraint.

III. What is the maximum corresponding production?

2. For part I, form:

then solve:

When you've done so, if you haven't got the right answer, put up your working so we can see where your problem lies.
Thank you so much, how did you do that?
Thank you so much, how did you do that?
How did I do what? The formatted mathematics? If so, I used Latex, which you would be well advised to learn - there's a tutorial on this site somewhere, and lots and lots on info available by googling.

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8. sorry this is more clear .

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sorry this is more clear .

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This looks more-or-less correct, but you've gone wrong somewhere solving the 3 equations at the end - can't quite see where.

Try eliminating from the first two - I get which can then be substituted back into your constraint.

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