1. (Production) Jasmine has just inherited a restaurant. In the short run, she has to stick with the current kitchen and location (i.e. capital is fixed), but she can hire and fire as many workers as she likes,as there are no contracts in her industry (i.e. labor is variable). In the long run, she can also change kitchen and location. She currently has 16 units of capital and 9 units of labor. She produces output (meals) according to the function q = f(L,K)= L0.5K0.75 a. In the short run, if Jasmine needs to produce 36 additional meals (or rather small fractions thereof), how many additional (small) units of labor does she need? b. How much output does a worker (unit of labor) produce on average? If you hired an additional worker, would the average output per worker increase or decrease?

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Need some help on A) adn B) currently stuck any help will be appreciated 

1. (Production) Jasmine has just inherited a restaurant. In the short run, she has to stick with the current
kitchen and location (i.e. capital is fixed), but she can hire and fire as many workers as she likes,as there
are no contracts in her industry (i.e. labor is variable). In the long run, she can also change kitchen and
location. She currently has 16 units of capital and 9 units of labor. She produces output (meals)
according to the function q = f(L,K) = L0.5K0.75
a. In the short run, if Jasmine needs to produce 36 additional meals (or rather small fractions thereof),
how many additional (small) units of labor does she need?
b. How much output does a worker (unit of labor) produce on average? If you hired an additional worker,
would the average output per worker increase or decrease?
Transcribed Image Text:1. (Production) Jasmine has just inherited a restaurant. In the short run, she has to stick with the current kitchen and location (i.e. capital is fixed), but she can hire and fire as many workers as she likes,as there are no contracts in her industry (i.e. labor is variable). In the long run, she can also change kitchen and location. She currently has 16 units of capital and 9 units of labor. She produces output (meals) according to the function q = f(L,K) = L0.5K0.75 a. In the short run, if Jasmine needs to produce 36 additional meals (or rather small fractions thereof), how many additional (small) units of labor does she need? b. How much output does a worker (unit of labor) produce on average? If you hired an additional worker, would the average output per worker increase or decrease?
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