Answer:
100
Explanation:
Goal programming is an optimization technique that allows for multiple, normally conflicting objectives and then attempts to solve each goal sequentially to a satisfactory level. In goal programming, differential variables are being used.
Since the goal programming problem had two goals. Goal number 1 was to achieve a profit of $2,400 and goal number 2 was to have no idle time for workers in the factory. The optimal solution to this problem resulted in a profit of $2,300 and no idle time
This means that goal number 2 was achieved since the optimal solution resulted in no idle time. But goal number 1 was not achieved because a profit of $2300 was achieved in the solution instead of $2400.
Therefore, the value for the objective function for this goal programming problem = 2400 - 2300 = 100
Answer:
a. 57 percent of the U.S. M1 money supply.
Answer:
See below
Explanation
1. Value of inventory sold
= $280 million in inventory + COGS $23,100 million
= $303,100 million
2. Cost of goods sold
From the above passage, we have been given the COGS , which is $23,100 million
3. Compute inventory turns
= Cost of goods sold / Average stock
= $23,100 million / $151,550
=
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Answer: they will report an interest expense of $150000 in December 2020
Explanation:
firstly we calculate how much interest will be accumulated for the whole year so we are given a $5 million Dollar purchase which is the amount that will accumulate interest over time, then we have been told the company ha issued a 1 year installment note therefore we have a time frame.
so now we will calculate the yearly interest of $5 million :
$5 000000x12% = $600000 so the company will accumulate this interest yearly then we divide this amount by 12 to get the monthly interest.
$600000/12 = $ 50000 per month interest thereafter we will multiply the monthly interest of $50000 by 3 months which is months from October to December.
therefore the interest expense to be reported on the December 2020 income statement is $50000 x 3= $150000
