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EECS 1520 (166)

# Exercise 4.xlsx

3 Pages
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School
York University
Department
Electrical Engineering and Computer Science
Course
EECS 1520
Professor
Anestis A Toptsis
Semester
Fall

Description
Constants: Parameters: a_labour 1.2 Output Supply, S: 255 a_machinery 1 Total Investment, K: 60 f 0.1 e 0.75 Cobb-Douglas Investment Model 150 - 100 L(K) 50 L(S) Investment In Labour 0 0 10 20 30 40 50 60 70 Investment In Machinery - M Parameters worksheet, with graph (data view only) for Exercise 4 M L(S) L(K) 0 = (K - M) / e 2 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 4 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 6 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 8 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 10 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 12 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 14 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 16 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 18 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 20 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 22 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 24 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 26 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 28 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 30 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 32 =(S/(f*M^a_machinery))^(1/a_labour) = (K - M) / e 34 =(S/(f*M^a_machin
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