Answer:
It is cheaper to make the units in-house.
Explanation:
Giving the following information:
Make in-house:
Direct material $ 8
Direct labor 24
Overhead 40
Total costs per unit $72
Buying price= $60
<u>We need to determine which option provides the lower cost. Because 40% of overhead will remain constant, we have to take it out of the equation.</u>
<u>Production cost:</u>
Direct material $ 8
Direct labor 24
Overhead= 40*0.6= 24
Total production cost= $56
It is cheaper to make the units in-house.
Answer:
$720,000
Explanation:
The total budgeted selling and administrative expenses is made up of both fixed and variable components. The variable component of the cost is dependent on the budgeted number of units to be sold.
Total variable cost budgeted
= 58000 ( $1 + $3 + $4 +$2)
= $580,000
Total fixed cost = $10,000 + $120,000 + $4,000 + $6,000
= $140,000
total budgeted selling and administrative expenses for October
= $580,000 + $140,000
= $720,000
Answer:
The remaining part of the question is:
Which of the following statements are TRUE?
I New issues of Treasury Bills are generally priced at par
II New issues of Treasury Bonds are generally priced at par, or at a slight discount to par
III New issues of Agency Bonds are generally priced at par, or at a slight discount to par
A. I only
B. III only
C. II and III only
D. I, II, III
Correct Answer:
C. II and III only
Explanation:
It is a fact that virtually all new issues of T-Bills are always sold at a discount to par value. These are original issue discount obligations, with the accrued value of the discount being the interest income earned on these securities.
<em>Treasury Bonds and Agency Bonds are issued at par or in most cases at a very slight discount to par, and make periodic interest payments.</em>
Answer:
The indifference point is 1,410 units
Explanation:
Giving the following information:
Machine A:
Fixed costs= $160,000
Unitary variable cost= $80
Machine B:
Fixed costs= $270,000
Unitary variable cost= $2
<u>First, we need to structure the total cost formula for each machine:</u>
Machine A= 160,000 + 80x
Machine B= 270,000 + 2x
x= number of units
<u>Now, we equal both formulas and isolate x:</u>
160,000 + 80x = 270,000 + 2x
78x = 110,000
x= 110,000/78
x= 1,410 units
The indifference point is 1,410 units
