Answer:
bond market value $660
Explanation:
We need to calculate the present value of the maturity and the cuopon payment using the effective rate of 9.7%
First we do the annuity:
C 24.25 (1,000 face value x 4.85 bond rate / 2 )
time 24.00 (12 year 2 payment a year)
rate 0.04850 (current rate divide by 2 to get it annually)
PV $339.55
Then present value of the maturity
Maturity 1,000.00 the face value of the bond
time 24.00
rate 0.04850
PV 320.89
Finally we add them together:
PV coupon payment $339.5545
PV maturity $320.8910
Total $660.4455
rounding to nearest dollar
bond market value $660
Answer:
$36.79
Explanation:
Calculation to determine What will be the IPO price per share
First step is to calculate the Cumulative shares
Cumulative shares = 375,000 + 400,000 + 250,000 + 400,000 + 2 million
Cumulative shares = 3.425 million
Now let calculate the IPO price
IPO price = $14 × $9 million / 3.425 million
IPO price= $36.79
Therefore What will be the IPO price per share is $36.79
Answer:
Res ipsa loquitur
Explanation:
_____ is a tort in which the presumption of negligence arises because the defendant was in exclusive control of the situation, and the plaintiff would not have suffered injury but for someone's negligence.
Res ipsa loquitur is a doctrine in law that one can presume the negligence of a defendant when the facts are glaring.The doctrine has primarily required that a defendant have exclusive power over the occurrence of an injury. negligence could result from
1. an actual causal connection between the defendant's conduct and the resulting harm; 2 a duty of care owed by the defendant to the plaintiff; 3 a breach of that duty;
Answer:
The amount in the account on the 18th birthday = $ 25,645.41
Explanation:
<em>The investment can be described as an ordinary annuity. An ordinary annuity is a series of equal periodic cash flows that occur for a certain number of years</em>
<em>The amount the invest will accrue principal plus interest is known as the f</em><u><em>uture value</em></u><em> of the annuity</em>
It is determined as follows:
<em>FV = A × ( (1+r)^n -1 ) / r</em>
FV - ?, A = 1000. r - 4%- 0.04, n - 18
FV = 1,000× ( ( (1.04)^(18) - 1 )/ 0.04
= 1,000 × 25.64541288
= $ 25,645.41
The amount in the account on the 18th birthday = $ 25,645.41
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