Answer:
5.31%
Explanation:
FV = 1000
Coupon rate = 5.7%
No of compound = 2
Interest per period = $28.5
Bond price = $1048
No of years to maturity = 20
No of compounding till maturity = 40
Coupon rate set on new bonds = Rate(Nper, PMT, -PV, FV) * 2
Coupon rate set on new bonds = Rate(40, 28.5, -1048, 1000) * 2
Coupon rate set on new bonds = 0.02655 * 2
Coupon rate set on new bonds = 0.0531
Coupon rate set on new bonds = 5.31%
Answer:
To make a career decision you need to focus on four really important things.
1. You should know what interests you and what do you want to keep on pursuing in the future.
2. Evaluate your skills that are you even capable of doing that work that interests you or are you suitable for some other work.
3. Work attitudes, meaning that do you really have the attitude for the work?
4. Training and Education, this means that are you qualified enough for that specific work.
Explanation:hope it helps
Answer:
increase in income of $80
Explanation:
Prepare an Analysis of Costs and Savings if the Company buys from Outside Supplier.
Note : The fixed costs per unit at are unavoidable are irrelevant and disregarded in this decision.
<u>Analysis of Costs and Savings</u>
Purchase Price (400 widgets × $44.00) = ($17,600)
Savings :
Variable Costs ($35.60 × 400 widgets) = $14,240
Fixed Cost ( $8.60 × 400 widgets) = $3,440
Net Income effect = $80
Conclusion :
The effect on net income if the company instead buys the widgets is an increase in income of $80
Answer: Bank B is the better investment. In 10 years, her $2,000 will grow to $4,317.85, and with bank A, her $2,000 will grow to $3,700.
Explanation:
Bank A was offering 8.5% simple interest. $2000 with 8.5% simple interest. = A = P(1 + rt)
A = 2000(1+(0.085*10))
= 2000(1+0.85)
= 2000(1.85)
= 3,700
Bank B was offering 8% compounded annually
= A = P(1+r/n)^nt
A= 2000(1+8%/1)^1*10
A= 2000(1+0.08)^10
A= 2000(1.08)^10
A= 2000*2.1589
= 4,317.85
Answer:
$147,400
Explanation:
The computation of the cost of goods manufactured is shown below:
= Direct materials used + Direct labor cost + Manufacturing overhead cost + beginning work-in-process inventory - ending work-in-process inventory
= $56,400 + $30,100 + $52,400 + $29,000 - $20,500
= $147,400
We considered the applied manufacturing overhead cost instead of actual manufacturing cost
