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natta225 [31]
3 years ago
6

A Japanese company has a bond outstanding that sells for 87 percent of its ¥100,000 par value. The bond has a coupon rate of 4.3

percent paid annually and matures in 18 years. What is the yield to maturity of this bond?
Business
1 answer:
PSYCHO15rus [73]3 years ago
8 0

Answer:

YTM = 12.66%

Explanation:

FV = ¥100,000

PV = 0.87 x  ¥100,000

PV=  ¥87,000

Coupon payment = 4.3% x ¥100,000

Coupon payment = ¥4300 per year

N = 18 years

YTM = ?

We would simply plug these values into a financial calculator

https://www.calculator.net/finance-calculator.html?ctype=returnrate&ctargetamountv=1000000&cyearsv=18&cstartingprinciplev=87000&cinterestratev=6&ccontributeamountv=4300&ciadditionat1=end&printit=0&x=0&y=0

YTM = 12.66%

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Assume that a $1,000,000 par value, semiannual coupon US Treasury note with four years to maturity has a coupon rate of 3%. The
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Answer:

$746,617.36

Explanation:

Using a financial calculator, input the following to calculate the price of the US Treasury note. I'm using Texas Instruments BA II Plus model;

Face value of the bond ; FV = 1,000,000

Semiannual coupon payment; PMT = Coupon rate * Face value ;

PMT= (3%/2) *1,000,000 = 15,000

Time to maturity of the note  ; N = 4*2 = 8

Semiannual interest rate;  I/Y = 11% /2 = 5.5%

then compute the Present value of bond or price; CPT PV = $746,617.36

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3 years ago
A running shoe company wants to reach "avid marathon runners" instead of just "sports fans". which targeting method should this
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The correct answer:
Custom affinity audiences

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3 0
3 years ago
If a store adds 50 chairs to its current inventory, the total number of chairs will be the same as three-halves the current inve
max2010maxim [7]
To answer this item, we let x be the current number of chairs. After adding 50 chairs to the current inventory, the total number of chairs would then be equal to x + 50. The equation that would allow us to determine the value of x is written below.

     x + 50 = (3/2)(x)

Simplifying the equation,
   x + 50 = 3x/2
  x - 3x/2 = -50
   -x/2 = -50

Dividing both sides of the equation by -1/2, the value of x is equal to 100. 

To increase the inventory by 40%, the equation would be,
    y = x(1.4) = 1.4(100) = 140

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8 0
3 years ago
Electronic Distribution has a defined benefit pension plan. Characteristics of the plan during 2021 are as follows: ($ millions)
ruslelena [56]

Answer:

Please see below

Explanation:

1. Calculate the pension expense for 2021.

($ millions)

Service cost. $50

Interest cost. $30

Expected return on the plan assets

(1,300 × 6%). ($78)

Amortization of prior service cost $

Amortization of net gain or loss - AOCI $

Pension expense $2

2. Journal expense to record pension expense, gains or losses, prior service cost, funding and payment of benefits for 2021.

1.

Pension expense. Dr $2

Plan assets [expected return on assets] Dr $78

To PBO (50 + 30) Cr $80

(To record the pension expense)

2.

Prior service cost - OCI Dr $18

To PBO Cr $18

(To record the prior service cost)

3.

PBO Dr $36

To Gain - OCI Cr $36

(To record the gain from change in actuarial assumption)

4.

Loss- OCI [1,300 × 6%] - ($23). Dr $55

To Plan assets Cr. $55

(To record the gain or loss on assets)

5.

Plan assets. Dr $40

To Cash Cr. $40

(To record the funding)

6.

PBO Dr $46

To Plan assets. Cr 46

(To record the retiree benefits)

3. What amount will electronic distribution report in its 2021 balance sheet as a net pension asset or net pension liability.

PBO balance, Jan 1 $530

Service cost. $50

Interest cost. $30

Gain from change in actuarial assumption. ($36)

Prior service cost(New). $18

Benefit paid ($46)

PBO balance, December 31. $546

Plan assets balance, Jan 1. $300

Actual return on plan assets $23

Contributions $40

Benefits paid ($46)

Plan assets balance, December 31 $317

PBO balance, December 31 $546

Plan assets balance, December 31 $317

Net pension liability. $229

4 0
3 years ago
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