Answer:
changes in the quantity being produced.
Explanation:
There are primarily two types of costs, i.e. variable costs and fixed costs. The variable cost is the cost that varies when the level of production changes while the fixed cost is the cost that remains unchanged whether or not the level of production changes
So, indirect material, indirect labor, and factory supplies are included in the variable cost, and the fixed cost includes supervision, taxes, and depreciation costs.
Answer:
Free trade area.
Explanation:
Free trade area is when participating countries remove barriers to the free flow of goods and services among them but they still maintain their own trade policies against non participating members.
The United States, Mexico and Canada came together to form a free trade area.
I hope my answer helps you.
Option a is the correct answer because the second stage is c2 for acceptance from two stages c1 and c2.
The second stage of a two-stage acceptance sampling plan is executed when the first-stage result is <u>c1 < x1 < c2</u>.
A sampling plan is a detailed outline of when, what materials, how, and by whom measurements will be taken. Statistical sampling plans obey the laws of probability, so valid inferences about a population can be drawn from the statistics of a sample drawn from the population.
A sampling distribution is a statistical probability distribution obtained from a large number of samples from a given population. The sampling distribution for a given population is the frequency distribution of the different outcomes that can occur for a population statistic.
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Answer:
Understated by $14 million.
Explanation:
Accumulated depreciation 20,000,000
Deferred tax liability 6,000,000
Retained earnings 14,000,000
If Player 1 chooses the best answer in the provided mixed strategy NE (Nash equilibrium), Player 2 must compel him to choose between playing Left or Right.
<h3>If there are two Nash equilibriums, what happens?</h3>
There is some hope that only one Nash equilibrium, if there are several, will be accepted. In this scenario, it is believed that the rational participants will be aware of the need to eliminate any nonadmissible equilibria.
<h3>Can there be two Nash equilibrium with pure strategies?</h3>
Because the strategy "yes" weakly dominates "no," there are only two pure-strategy Nash equilibria: (yes, yes) and (no, no). No matter what the other player does, "yes" is as good as "no," but if there's a chance the If the other player choose "yes," the optimum response is "yes."
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