Chapter 12: Technology Flashcards

1
Q

A technology

A

A technology is a process by which inputs are converted to an output.
Inputs (x1, x2, …, xn) to production are called factors of production: * land * labor * capital * raw materials

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2
Q

production set.

A

The set of all combinations of inputs and outputs y that comprise a technologically feasible way to produce is called a production set.

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3
Q

production plan

A

A production plan is an input bundle and an output level (x1, x2, …, xn, y) and
is feasible if: y ≤ f (x1, x2, …, xn)

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4
Q

An isoquant

A

An isoquant is the set of all input bundles that yield at most the same output
level y.

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5
Q

( Fixed-proportions (Leontief) production function )

A

n economics, the Leontief production function or fixed proportions production function is a production function that implies the factors of production which will be used in fixed (technologically pre-determined) proportions, as there is no substitutability between factors.

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6
Q

Monotonicity:
(properties)

A

Monotonicity:
* If you increase the amount of at least one input, you produce at least as
much output as before.
* Monotonicity holds because of free disposal, that is, the firm can free
dispose of any extra inputs.

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7
Q

Convexity:
(properties)

A
  • If y = f (x1, x2) = f (z1, z2), then f (tx1 + (1 − t)z1,tx2 + (1 − t)z2) ≥ y for any t ∈ [0, 1].
  • If you have two ways, (x1, x2) and (z1, z2), to produce y units of output, the weighted average will produce at least y units of output.
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8
Q

The technical rate of substitution

A

The technical rate of substitution measures the trade-off between two inputs in production. It measures the rate at which the firm will have to substitute
one input for another in order to keep output constant.

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9
Q

The long run and the short run

A

In the long run, all the factors of production can be varied.

In the short run, some factors of production are fixed. A firm is restricted in some way in its choice of at least one input level.

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10
Q

Returns to scale

A

Returns to scale describes how the output level changes as all input levels change in direct proportion (e.g. all input levels doubled, or halved).

  • then the technology described by the production function f exhibits constant
    returns-to-scale.
  • then the technology described by the production function f exhibits increasing
    returns-to-scale.
  • then the technology described by the production function f exhibits decreasing
    returns-to-scale.
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11
Q

Properties of technology

A
  • Monotonicity:
  • Convexity
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12
Q

marginal product of input 1 is

A

is the rate-of-change of the output level as the level of input 1 changes, holding all other input levels fixed.

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13
Q

(diminishing
TRS).

A

Strict convexity implies that the TRS increases as x1 increases

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