Answer:
YTM = 6.51%
YTC = 6.40%
Explanation:
We need to solve using excel goal seek or bond formulas to generate the yield (interest rate) which matches the future couponb and maturity payment with the current selling price of the bond:
Present value of the coupon
C 40.000 (1,000 x 8% / 2 payment per year)
time 28 (14 years x 2 payment per year)
rate 0.032529972 (generate using goal seek tool)
PV $727.8688
Pv of the maturity (lump sum)
Maturity 1,000.00
time 28.00
rate 0.032529972
PV 408.06
PV c $727.8688
PV m $408.0612
Total $1,135.9300
As this is a semiannual rate we multiply it by 2
0.032529972 x 2 = 0.065059944 = 6.51%
We repeat the procedure with changing the time and end-value to adjust for the callabe conditions:
C 40.000
time 14 (7 years x 2 payment per year)
rate 0.032015131
PV $445.6984
Maturity 1,073.00 (call price)
time 14.00
rate 0.032015131
PV 690.23
PV c $445.6984
PV m $690.2316
Total $1,135.9300
Againg his will be a semiannual rate so we multiply by two:
0.032015131 x 2 = 0.064030263 = 6.40%
Answer:
Journal Entries
Explanation:
The journal entries are as follows
1. Cash $432,000
To Bonds payable $400,000
To Premium on bond payable $32,000
(Being the issuance of the bond is recorded)
The premium on bond payable is computed below:
= $400,000 ÷ $100 × $8
= $32,000
The $8 comes from $108 - $100
2. Bond payable $400,000
Premium on bond payable $27,809
To Cash $412,000 ($400,000 × 103%)
To Gain on bond redemption $15,809 ($432,000 - $4,191 - $412,000)
(Being the retirement of the bond is recorded)
To get the growth rate, we will follow the Gordon Growth modelP= D/(K-G)whereP= stock value=$68D= Expected dividend=$3.85G= Growth rateK= required rate of returnG =K-(D/P)Substitute the given valuesG= 0.11-(3.85/68)
G= 5.34%The growth rate for stock required is 5.34%
Answer:
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Answer:
The physician would be doing Malpractice.