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MBA 701 Final | Questions with 100% Verified Answers | Latest Update 2026/2027

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MBA 701 Final | Questions with 100% Verified Answers | Latest Update 2026/2027

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MBA 701 Final | Questions with 100% Verified Answers | Latest
Update 2026/2027

Question: The production function

Answer:
Mathematical function that defines the max amount of output that can be produced with
a given set of inputs

Question: Short run decisions

Answer:
period of time where some factors of production (inputs) are FIXED and constrain a
manager's decision

Question: Long run decisions

Answer:
period of time over which all factors of production (inputs) are VARIABLE and can be
adjusted by a manager

Question: Total product

Answer:
maximum level of output that can be produced with a given amount of inputs

Question: Average product

Answer:
a measure of the output produced per unit of input

Question: Marginal product

Answer:
the change in total product (output) attributable to the last unit of input

Question: To maximize profits, the manager will hire labor (capital) until...

Answer:
the value of the marginal product of labor (capital) equals the wage rate (rental rate)

, Question: Law of diminishing returns

Answer:
the marginal product of an additional unit of output will at some point be lower than the
marginal product of the previous unit

Question: To maximize profits, use input levels at which...

Answer:
marginal benefit equals marginal cost

Question: Linear production function

Answer:
assumes a perfect linear relationship between all inputs and total output

Question: Leontief production function

Answer:
assumes inputs are used in fixed proportions

Question: Cobb-Douglas production function

Answer:
assumes some degree of substitutability among inputs

Question: Isoquants

Answer:
capture the tradeoff between combinations of inputs that yield the same output in the
long run, when all inputs are variable

Question: Marginal rate of technical substitution

Answer:
the rate at which a producer can substitute between two inputs and maintain the same
level of output

Question: Isocosts

Answer:
combination of inputs that yield the same cost

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