If the post-trade equilibrium with Pc is = Pw = $20, the wage of workers in Foreign relative to the wage of workers in Home will be equal to 2.5.
<h3>What is a Wage?</h3>
A wage is known to be a kind of payment that is said to be paid by an employer to their employee for the work that they have done in a given amount of time.
Note that from the question;
aLW = 5 hours per gallon
a*LC = 2 hours per pound
SO to find the wage = 5/2
= 2.5
Therefore, If the post-trade equilibrium with Pc is = Pw = $20, the wage of workers in Foreign relative to the wage of workers in Home will be equal to 2.5.
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aLC = 6 hours per pound
aLW = 5 hours per gallon
a*LC = 2 hours per pound
a*LW = 6 hours per gallon
In post-trade equilibrium with Pc = Pw = $20, the wage of workers in Foreign relative to the wage of workers in Home will be equal to:
Answer:
A: Demand of euros in foreign market.
B: Supply of Euros
C: Demand of Euros
D: Demand of Euros
E: Supply of Euros
F: Demand of Euros
G: Supply on Euros.
Answer:
E) W.Edwards Deming
Explanation:
Constancy of purpose means that the company should always work on the scope of improvement, and not just only at the time when the company feels the need to do it. As for example if there is a fault in production line the company should look at it.
Further, if the company keeps a systematic security and faulty check on the production line, the production line might not have been broken. Accordingly the scope of continuous improvement shall be considered by companies.
Teamwork always promotes to meet targets on time as the work is divided among members and also ensures better individual growth as one gets to learn from different people in one single assignment.
Answer:
Option C
Explanation:
Through number theory, the totient function of Euler lists the beneficial entities up to the certain integer n which is generally primary to n. It is described by depicting the Greek letter phi as either f(n) or f(n), and the phi feature of Euler can also be named.
The totient equation of Euler is indeed a multiplicative equation which indicates that since two values m and n remain fairly prime. It is used to describe the RSA encryption scheme. This method issued the order of a substring of multiplier integer category n.