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:
$209
Explanation:
Since Mary's estimated annual income taxes are $5,424, then to determine the amount that should be withheld every two weeks, all we need to do is divide her total estimated taxes by 26 weeks = $5,424 / 26 weeks = $208.62 ≈ $209. generally you do not include cents in tax filings or payments, you need to round up or down. In this case you need to round up, even software rounds the amounts to the nearest dollar.
Answer:
The budgeted sales revenue is : $168,000
Explanation:
In 2019, as Mary's Basket Company has the opening Inventory balance of 2,000 baskets; projects to manufactures 24,000 baskets, plans to maintain ending inventory at $2,000 baskets without any work-in-process inventory; We have the baskets available for sales in the year of 2019 is:
Actual Ending Balance of 2018 + Projected manufactured baskets during the year 2019 - Planned ending Balance of the year 2019 = 2,000 + 24,000 - 2,000 = 24,000
The unit price is projected at $7.
Thus, we have the projected sales revenue is:
Projected Unit price x Projected baskets available for sales = 7 x 24,000 = $168,000
Answer:
The correct answer is D.
Explanation:
Equity = $231,000
No. of outstanding shares = 5,000
Price of share =
Price of share = $46.2
Repurchased shares worth $18,000
No. of shares repurchased =
No. of shares repurchased = 390
When the shares would have been repurchased then the value of equity would decrease by the same amount.
Revised equity = $231,000 - $18,000
Revised equity = $213,000
No. of shares outstanding = 5,000 - 390
No. of shares outstanding = 4,610
Thus, the price of each share would be:
Share price =
Share price = $42.60