Based on the details given, the following are true:
- a. Value of bond = $806.09
- b. Your friend should invest in the bond with $1,000 face value
<h3>Value of Bonds </h3>
First find coupon:
= 10% x 1,000
= $100
Bond A
<em>= (Coupon x Present value interest factor of annuity, 13%, 15 years) + Face value of bond / ( 1 + 13%)¹⁵</em>
= ( 100 x 6.462) + (1,000 / 1.13¹⁵)
= $806.09
Bond B
= Face value - Current value
= 1,000 - 180
= $820
In conclusion, Bond B is overvalued so your friend should pick Bond A.
Find out more on Bond price calculation at brainly.com/question/25365327.
Answer:
a) $393.65
b) $458.11
c) $217.63
Explanation:
Given data:
16-year ( n )
$1000 par value ( FV )
6% ( R )
A) determine the initial price of the bond
= FV / ( 1 + R ) ^ n
= 1000 / ( 1.06 ) ^ 16
= 1000 / 2.5403 = $393.65
B ) when interest rate drops to 5% determine the value of the zero-coupon rate of bond
= FV / ( 1 + R ) ^n
= 1000 / ( 1.05 ) ^ 16
= 1000 / 2.1829 = $458.11
C ) when interest rate increases to 10% determine the value of the zero-coupon rate of bond
= Fv / ( 1 + R ) ^ n
= 1000 / ( 1.1 ) ^ 16
= 1000 / 4.5950 = $217.63
Answer:
The correct answer is $7,500
Explanation:
So, the hiring cost would be:
Hiring quater × hiring cost
= 300 × $20
= $6,000
Firing Cost would be:
Firing cost = 100 × $5
= $500
= 200 × $5
= $1,000
Therefore, the total hiring and firing cost = $6,000 + $500 + $1,000
= $7,500
Answer:True
Explanation:
A large portion of product cost relates to direct materials and the number if setups is directly proportional to the length if time require to carry out production. When producing I Small lots,production will take place in small scale and transported in small scale so bearing goods to a consumer with large will involve repeated production and multiple shipping to meet up .
Answer: $3,000
Explanation:
With a basis of $22,000, Lola received a cash distribution of $25,000.
She would therefore get a gain (loss) of,
= $25,000 - $22,000
= $3,000
Lola received a gain of $3,000.
It is worthy of note that her basis after this distribution is now zero.
