Answer:
Overhead absorption rate
= Overhead absorbed/Actual labour cost x 100
= $4,400/$800 x 100
= 550% of direct labour cost
Explanation:
Since the overhead absorbed is $4,400, there is need to divide the overhead absorbed by actual direct labour cost multiplied by 100. This gives the overhead application rate.
Wait a sec. Is the multiple choice
Antivirus Cleaner
Data encryption
Firewall
Because if its that, I think it might be the first one because, I think firewall blocks websites and encryption protects the actual computer. Antivirus can notify her if something it up with the emails right away.
Answer: The bondholders decided to convert the bonds into common stock because they believed that getting $2250 today is worth more than $120 interest every year and a $1000 principal payment at the end of the bonds life.
Explanation:
1) In order to find out the number of bonds issued we need to divide 750,000 (Total ) by 1000(Face value of each bond).Total number of bonds issues therefore are 750.
2) A 12 percent convertible bond means that the bond pays a coupon of 120 ( 0.12 * 1000) every year.
3) Each bond is convertible into 25 shares , which means if one bond is converted into common stock, the bond holder can earn $1750. We calculate this number by multiplying the number of shares which is 25 into the current market price of the shares which is 70.
4) Also the company is offering an extra $500 per bond for converting it which means (500/25) an extra $20 per share.
5) So in total the bondholder by converting a bond and selling the shares he gets by converting it can earn $2250 per bond which they bought for a $1000 and gives them 120$ of interest every year.
6) SO to conclude the bondholders decided to convert the bonds into common stock because they believed that getting $2250 today is worth more than $120 interest every year and a $1000 principal payment at the end of the bonds life.
Answer:
0.33
Explanation:
Delta = (Cu – Cd)/(Su – Sd)Cu
= 62.50 – 55 = 7.50
Cd = 0
Delta = (7.50 – 0)/(62.50 – 40)
= 0.33
Answer:
Present value (PV) = $1,000
Interest rate (r) =8% = 0.08
Number of years (n) = 18 months = 1.5 years
No of compounding periods in a year = 4
Future value (FV) = ?
FV = PV(1 + r/m)nm
FV = $1,000(1 + 0.08/4)1.5x4
FV = $1,000(1 + 0.02)6
FV = $1,000 x 1.1262
FV = $1,126
Explanation:
The amount to be received in 18 months is $1,126. This is obtained by compounding the present value at 8% compounded quarterly for 18 months. The formula to be applied is the formula for future value of a lump sum(single investment).