Answer:
Direct material quantity variance= $6,300 unfavorable
Explanation:
Giving the following information:
Direct materials 2 grams $7.00 per gram
The company produced 4,600 units in January using 10,100 grams of direct material.
<u>To calculate the direct material quantity variance, we need to use the following formula:</u>
Direct material quantity variance= (standard quantity - actual quantity)*standard price
Direct material quantity variance= (2*4,600 - 10,100)*7
Direct material quantity variance= $6,300 unfavorable
Answer:
sales budget for January and February are given below
Explanation:
given data
luggage sets = 1700
sell = $180 each
luggage sets = 2050
sell = $180
to find out
sales budget for January and February
solution
Sales Budget
January February
Budgeted luggage sets to be sold 1,700 2,050
Sales price per unit 180 180
total sales 306000 369000
here sale is sold Budgeted luggage × Sales price
Answer: $20,000
Explanation:
Bonds are to be carried in the books at their fair value which is their market value. That value is $20,000 in this instance and so Dyckman Dealers will have to record the bonds at that $20,000 value.
Investment analysis are not a basis for recording bond prices. They are simply a basis for making investment decisions. For instance, because they believe that the bond is overvalued, they can benefit from this by short selling the bond and waiting for it to drop in price.
Answer: $86700
Explanation:
The net operating income is used in knowing the profitability of an investment. The net operating income is gotten by subtracting the expenses from the revenue.
Based on the information given in the question, the net operating income is $86700. Kindly check the attachment for further details.
Answer:
Option (B) is correct.
Explanation:
XA + XB = 100
QA = 100XA
QB = 200XB - XB^2
Use the fact that,
XA = 100 - XB
Now total production is Q = QA + QB
Q = 100XA + 200XB - XB^2
Q = 100 × (100 - XB) + 200XB - XB^2
Q = 10,000 + 100XB - XB^2
Output is maximum when Q'(XB) = 0
100 = 2XB = 0
XB = 50
XA = 50
Therefore, the firm’s profit-maximizing allocation of input X is 50 units of XA and 50 units of XB.