Answer:
maybe that delivered somewhere else or maybe it's a glitch
Answer:
$25,200
Net operating income would reduced by $25,200
Explanation:
As per the given question the solution of financial advantage (disadvantage) of dropping B90D is provided below:-
Net operating income of Dropping B90D = Sales - Variable Expenses - Fixed Manufacturing Expenses - Fixed Selling & Administrative expenses
= $794,600 - $412,900 - $191,000 - $165,500
= $25,200
So, we have calculated the financial advantage (disadvantage) of dropping B90D by using the above formula.
Net operating income would reduced by $25,200
Answer:
scenario planning and scenario analysis.
Explanation:
Planning can be defined as the process of developing organizational objectives and translating them into action plans or courses of action.
This ultimately implies that, planning is a strategic technique used by organizations to make an aggregate plan for its manufacturing (production) process typically ahead of time, in order to have an idea of the level of goods that are to be produced and what resources are required so as to reduce the total cost of production to its barest minimum.
Contingency planning is also known as scenario planning and scenario analysis.
Basically, a contingency planning is a type of plan that is typically designed by a business firm to take into account a possible future circumstance or event based on a forecast.
Answer:
indicate that the demand-side effect was greater than the supply-side effect.
Explanation:
In the case when the United States wants to select for legalization the production and chose the marijuana also at the same time it is decided to put a tax on the good now after that the price that paid by the consumers would fall and the amount also fall this would result in sharing the tax burden between the producers and consumers as the demand effect is greater than the supplies effect
Answer:
$400,897.66
Explanation:
Assuming that no further contributions will be made and that interest is compounded annually, the expression that describes the future value of a principal amount 'P', deposited at an annual rate 'r', for a period of 'n' years is:
For a 45-year $5,500 investment at a rate of 10% per year, the future value is:
The account will be worth $400,897.66 when you retire.