Answer:
The only dominant strategy in this game is for__Alex_ to choose__Right___ .
The outcome reflecting the unique Nash equilibrium in this game is as follows:
Alex chooses__Right____ and Becky chooses__Left_____ .
Explanation:
The game theory of the Nash equilibrium achieves the optimal outcome of a game because Alex and Becky are not incentivized to deviate from their chosen strategies after considering the opponent's choice. Neither of these two players can increase their payoff by choosing an action different from their current strategic action. Thus, this action profile achieves a Nash equilibrium for the two players because there exists randomization in the game.
Answer: d. The production activities in the first stage and the unit of product in the second stage
Explanation:
Activity based Costing is primarily a method of assigning indirect costs like administrative expenses to the goods and services manufactured by a company by basing it on the activities of the company.
With Activity Based Costing, the company aims to figure out how much these aforementioned activities cost first and then calculating the cost per unit in the second stage by assigning cost per level of activity.
Explanation:
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Answer:
Deitz Corporation
Cash Budget
For the Quarter ended March 31, 2020:
Beginning balance $33,300
Cash Collections From Customers 205,350
Sale of Equipment 3,330
Total available cash $241,980
Cash Payments:
Direct materials $47,730
Direct labor 77,700
Manufacturing overhead 38,850
Selling & Administrative 49,950
Purchase of Securities 15,540 $(229,770)
Ending Balance $12,210
Minimum Balance 27,750
Shortfall $15,540
Explanation:
Deitz Corporation uses this Cash Budget which it has prepared to understand its financial needs for the next quarter. For example, with the minimum balance of $27,750 most likely based on past experience the corporation will start making arrangements for some outside funds to the tune of $15,540 or more to meet its cash needs for the first quarter.
Answer:
discount; 1.8%
Explanation:
Calculation for the forward rate using this formula
forward rate=(F/S) - 1
Let plug in the formula
forward rate= ($1.60/$1.63) - 1
forward rate= -1.8 percent.
Therefore The forward DISCOUNT is 1.8 percent.