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Xelga [282]
4 years ago
5

William is interested in exercising more, but does not feel he has the time. Write a short response explaining how he can find t

he time to exercise.
Business
1 answer:
solong [7]4 years ago
4 0
Exercising doesn't mean you have to spend hours in the gym. Exercises can be done at the comforts of your home too, and there's plenty of exercise available, especially for those who have less time to do so. Just like for example, waiting time. While you are waiting for your clothes in the washing machine to finish, you may use this time to do some basic exercises such as running in place, jumping jacks or carrying weights. 
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The unadjusted trial balance of la mesa laundry at august 31, 2019, the end of the fiscal year, follows:
NemiM [27]

Trial balance is used to see the accurate of the balancing of ledgers. if there is an error in the trial balance a temporary account known as the suspense account can be opened

8 0
3 years ago
Calculate the future value in six years of $8,000 received today if your investments pay (Do not round intermediate calculations
slamgirl [31]

Answer:

a) Annual effective rate = 5%

PV of payment received today = $8,000

Asked to find value in 6 years

FV of payment = PV * (1+r)^6

FV = 8000*(1.05)^6

FV = $10,720.77

b) Annual effective rate = 7%  

PV of payment received today = $8,000, Asked to find value in 6 years

FV of payment = PV * (1+r)^6

FV = 8000*(1.07)^6

FV = $12,005.84

c) Annual effective rate = 9%

PV of payment received today = $8,000, Asked to find value in 6 years

FV of payment = PV * (1+r)^6

FV = 8000*(1.09)^6

FV = $13,416.80

d) 9% semi-annual compounding -> Semi-annual rate = 9%/2 = 4.5% and this needs to be compounded twice because there are 2 semi-annual periods in a year

effective rate(1+r) = (1+.045)^2

r = 9.2025%

Annual effective rate = 9.2025%

PV of payment received today = $8,000, Asked to find value in 6 years

FV of payment = PV * (1+r)^6

FV = 8000*(1.092025)^6

FV = $13,567.05

e) 9% Quarterly compounding -> Quarterly rate = 9%/4 = 2.25% and this needs to be compounded 4 times because there are 4 quarters in a year

effective rate(1+r) = (1+.0225)^4

r = 9.3083%

Annual effective rate = 9.2025%

PV of payment received today = $8,000, Asked to find value in 6 years

FV of payment = PV * (1+r)6^

FV = 8000*(1.093083)^6

FV = $13,646.13

3 0
3 years ago
The cruise ship sector is one branch that still relies on retail travel agents.
sergeinik [125]

You are here: HomeBlogsjozo's blog

Who are the biggest companies in the cruise retail Industry?

Jun 29, 2018

As the cruise industry continues to expand rapidly around the world the growth in the onboard cruise retail market is significant. This year just about every major cruise line will have a new ship with wide public and commercial spaces dedicated for retail shops. The biggest companies operating in cruise retail sector are Starboard Cruise Services, Harding Retail, and Dufry Ltd.

With retail shops operating on 96 cruise ships, Starboard Cruise Services has firmly established as the largest and dominant cruise retailer in the world with the biggest share in the cruise retail market.

This year Starboard Cruise Services, which is part of LVMH Moët Hennessy Louis Vuitton, celebrated its 60th anniversary with the debut of its newest innovative retail concepts of exclusive shops and brands on the industry's newest and largest cruise ships, including Carnival Horizon, Royal Caribbean's Symphony of the Seas and Celebrity Edge. Other newly executed retail contracts have been signed with Norwegian Cruise Line to operate retail on three of their newer ships and a multi-year contract with Costa Cruises including the new Costa Smeralda launching in 2019 and Royal Caribbean’s Spectrum of the Seas.

5 0
3 years ago
Read 2 more answers
Inventories Raw materials $ 42,000 $ 32,000 Work in process 9,100 18,300 Finished goods 57,000 34,300 Activities and information
Svetach [21]

Answer:

a. Computation of the following amounts for the month of May using T-accounts:

1. Cost of direct materials used = $176,000

2. Cost of direct labor used = $77,000

3. Cost of goods manufactured = $286,150

4. Cost of goods sold = $308,850

5. Gross profit = $691,150

6. Overapplied or underapplied overhead = $89,650 (underapplied)

b. Journal Entries:

Debit Raw materials $172,000

Credit Cash $172,000

To record the purchase of raw materials for cash.

Debit Factory payroll $100,000

Credit Cash $100,000

To record the payroll paid in cash.

Debit Factory overhead:

 Indirect materials $6,000

 Indirect labor $23,000

 Other overhead costs 103,000

Credit Raw materials $6,000

Credit Factory payroll $23,000

Credit Cash $103,000

To record indirect materials, labor and other costs.

Debit Work in process $42,350

Credit Factory overhead $42,350

To apply overhead based on direct labor cost 55%.

Debit Cash $1,000,000

Credit Sales Revenue $1,000,000

To record the sale of goods for cash.

Explanation:

a) Data and Calculations:

Inventories:

Raw materials $ 42,000 $ 32,000

Work in process 9,100 18,300

Finished goods 57,000 34,300

Activities for May:

Raw materials purchases (paid with cash) 172,000

Factory payroll (paid with cash) 100,000

Factory overhead:

Indirect materials 6,000

Indirect labor 23,000

Other overhead costs 103,000

Sales (received in cash) 1,000,000

Predetermined overhead rate based on direct labor cost 55%

T-accounts:

Raw materials

Beginning balance $ 42,000

Cash                         172,000

Manufacturing overhead                6,000

Work in process                          176,000

Ending balance                         $ 32,000

Work in process

Beginning balance    9,100

Raw materials       176,000

Payroll                     77,000

Overhead applied 42,350

Finished goods                          286,150

Ending balance                            18,300

Finished goods

Beginning balance 57,000

Work in process   286,150

Cost of goods sold                   308,850

Ending balance                           34,300

Manufacturing overhead

Indirect materials             6,000

Indirect labor                 23,000

Other overhead costs 103,000

Work in process                            42,350

Underapplied overhead               89,650

Sales revenue    $1,000,000

Cost of goods sold 308,850

Gross profit            $691,150

Analysis of Transactions:

Raw materials $172,000 Cash $172,000

Factory payroll $100,000 Cash $100,000

Factory overhead:

Indirect materials $6,000 Raw materials $6,000

Indirect labor $23,000 Factory payroll $23,000

Other overhead costs 103,000 Cash $103,000

Work in process $42,350 Factory overhead $42,350

Predetermined overhead rate based on direct labor cost 55%

Cash $1,000,000 Sales Revenue $1,000,000

5 0
3 years ago
Cotton On Ltd. currently has the following capital structure: Debt: $3,500,000 par value of outstanding bond that pays annually
jeka57 [31]

Answer and Explanation:

This question is incomplete. Kindly find the incomplete question here

Ordinary shares: $5,500,000 book value of outstanding ordinary shares. Nominal value of each share is $100. The firm plan just paid a $8.50 dividend per share. The firm is maintaining 4% annual growth rate in dividends, which is expected to continue indefinitely.

Preferred shares: 45,000 outstanding preferred shares with face value of $100, paying fixed dividend rate of 12%

The firm's marginal tax rate is 30%.

Required:

a) Calculate the current price of the corporate bond?

b)Calculate the current price of the ordinary share if the average return of the shares in the same industry is 9%?

c) Calculate the current price of the preferred share if the average return of the shares in the same industry is 10%

The computation is shown below:

a. For the current price of the corporate bond

Before that first we have to determine the after tax yield to maturity i.e

After tax YTM = Before tax YTM × (1 - tax rate)

= 12% × ( 1 - 30%)

= 12% × (1 - 0.3)

= 12% × (0.7)

= 8.4%

Now

Price of bond = Interest × PVIFA(YTM%,n) + Redemption value × PVIF(YTM%,n)

Interest = 1000 × 10% = $100

YTM% = 8.4%

n = 20

PVIFA(YTM%,n) = [1 - (1 ÷ (1 + r)^n ÷ r ]

PVIFA(8.4%,20) = [1 - (1 ÷ (1 + 8.4%)^20 ÷ 8.4%]

= [1 - (1 ÷ (1 + 0.084)^20 ÷ 0.084]

= [1-(1 ÷ (1.084)^20 ÷ 0.084]

= [1 - 0.1993 ÷  0.084]

= 0.8007 ÷ 0.084

= 9.5327

PVIF(8.4%,20) = 1 ÷ (1 + 8.4%)^20

= 1 ÷ (1.084)^20

= 0.19926

So, the price of bond is

= $100 × 9.5327 + $1000 × 0.19926

= $953.27 + $199.26

= $1,152.52  

b)Price of stock = Dividend of next year ÷ (Required rate of return - growth rate )

where,

Growth rate = 4%

Required rate of return = 9%

The Dividend of next year = Dividend paid  × (1 +  growth rate)

= 8.50 × (1 + 4%)

= 8.50 × (1 + 0.04)

= 8.50 × (1.04)

= $8.84

Thus the price of the stock is

= $8.84 ÷ (9% - 4%)

= $8.84 ÷ 5%

= $176.80  

c) Price of preference shares is

= Dividend ÷ Required rate of return

where,

Dividend = 100 × 12% = $12

And, the Required rate of return = 10%

So, the price of preference shares is

= 12 ÷ 10%

= $120

6 0
4 years ago
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