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REY [17]
2 years ago
14

The 7 percent bonds issued by Modern Kitchens pay interest semiannually, mature in eight years, and have a $1,000 face value. Cu

rrently, the bonds sell for $1,032. What is the yield to maturity
Business
1 answer:
shtirl [24]2 years ago
8 0

Answer: 6.5%

The yield to maturity is 6.496% (approximated to 6.5% to nearest tenth)

Explanation:

Using the formula (semi annually YTM)

YTM = C + (fv - pv) /t ÷ (fv + pv)/2

C= coupon rate = 7%(1000)= $70

fv = face value = $1,000

pv = price value = $1,032

t = Time to maturity in years = 8years

C + (fv - pv) /t = 70 + (1000–1032)/8

= 70 – (32 /8) =66

(fv + pv) /2 = (1000 + 1032) /2

= 2032 / 2

= 1016

YTM = 66 / 1016

YTM = 0.06496

In % = (6496 / 100,000) × 100

= 6.496%

Approximately.... 6.5%

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Yared plc assembles and sells bicycles in bahir dar city. the company expects to sale 400 bicycles for br. 600 each in 2015. the
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a. The number of units to be sold for Yared Plc to break-even is 250 units.

b. The number of units to be sold to earn a target operating income of br. 90,000 is 700 units.

c. The sales amount for Yared Plc to earn a target net income of br. 63,000 is 700 units.

Data and Calculations:

Sales units of bicycles = 400 units

Selling price per unit = br. 600

Total variable costs = br. 160,000

Unit variable cost = br. 400 (br. 160,000/400)

Contribution margin per unit = br. 200 (br. 600 - br. 400)

Fixed costs = br. 50,000

Tax rate = 30%

Net income = income after tax

= 1 - 30%

= 70%

a. The number of units to be sold for Yared Plc to break-even is given by Fixed Costs/Contribution margin per unit

= br. 50,000/br. 200

= 250 units.

b. The number of units to be sold to earn a target operating income of br. 90,000 is given as (Fixed Costs + Target Profit)/Contribution margin per unit

= (br. 50,000 + br. 90,000)/br. 200

= br. 140,000/br. 200

= 700 units.

c. The sales amount for Yared Plc to earn a target net income of br. 63,000 is (br. 50,000 + br. 63,000/(1 - 30%)/br. 200

= (br. 50,000 + br. 90,000)/br. 200

= br. 140,000/br. 200

= 700 units.

Learn more about contribution margin and target profit here: brainly.com/question/25638811

3 0
2 years ago
Trevor Williams’ bank calculates interest daily. At an APR of 3%, how much simple interest does $2,000 earn in twelve days?
pishuonlain [190]
The answer is $1.97. 

6 0
3 years ago
Read 2 more answers
Andrew paid $30 to buy a potato cannon, a cylinder that shoots potatoes hundreds of feet. He was willing to pay $45. When Andrew
irinina [24]

Answer:

The total surplus from Andrew's sale to Nick is $35.

Explanation:

The total surplus is the sum of producer surplus and consumer surplus.

The consumer surplus is the difference between the maximum price a consumer is willing to pay for a product and the price he/she actually has to pay.

While producer surplus is the difference between the minimum price a producer is willing to accept for a product and the price he/she actually gets.

Consumer surplus for Nick

= $80 - $60

= $20

Producer surplus for Andrew

= $60 - $45

= $15

Total surplus from generated from Andrew's sale to Nick

= $20 + $15

= $35

3 0
3 years ago
This type of managerial planning often involves asking the questions of who, what, where, why and how.
NNADVOKAT [17]
Political Frame is a management style entailing those features.  This answer is needlessly verbose by site requirement.
4 0
3 years ago
Consider this problem: Fast Auto Service provides oil and lube service for cars. It is known that the mean time taken for oil an
astraxan [27]

Answer:

The maximum time guaranteed = 19.04 minutes.

Explanation:

From the given problem data, we have:

Let Y be the random variable which follows the normal distribution.

So,

Y ~ N(u = 15, SD = 2.4

Where, u = mean and SD = Standard Deviation

Let the maximum time guaranteed is = M

So,

P (Y > M) = 0.05   equation 1

Convert this equation 1 into standard normal variable, that is,

P(Y> M) = 0.05

1 -  P(Y \leq M) = 0.05

P(Y \leq M) = 1 - 0.05

P(Y \leq M) = 0.95

P(\frac{Y-u}{SD} \leq \frac{M-u}{SD} ) = 0.95

P ( Z \leq \frac{M - 15}{2.4} )  = 0.95     Equation 2

From the equation 2, we have,

\frac{M-15}{2.4} = 1.644853627  

1.644853627 value is from using the function of Excel

( =NORSINV(0.95)) = 1.644853627

So,

M = 1.644853627 + 2.4 + 15

M = 19.04

Hence, the maximum time guaranteed = 19.04 minutes.

6 0
2 years ago
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