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kaheart [24]
2 years ago
14

Whose duty is it to ensure that policies are created to guide employees of an alcohol establishment in the service of alcoholic

beverages?.
Business
1 answer:
MissTica2 years ago
7 0

It is the duty of the ABC license to ensure that  policies are created to guide employees of an alcohol establishment in the service of alcoholic beverages.

<h3>What is the mission of the ABC?</h3>

The full form of ABC is Alcoholic Beverage Control which is an agency to regulate the alcohol Beverages. The main aim of the agency is to provide license for public safety.

The duty of the ABC license is to guide the employees by making policies and rules regarding the regulation of Alcoholic Beverage.

Learn more about  Alcoholic Beverage here:

brainly.com/question/6967136

#SPJ1

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Most people buy a house with cash. True False
Mnenie [13.5K]
 The answer would be False
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3 years ago
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If you wish to accumulate $125,000 in 7 years, how much must you deposit today in an account that pays a quoted annual interest
elixir [45]

Answer:

You need to deposit $58,481.53 today.

Explanation:

a) Data and Calculations:

Future value expected = $125,000

Period of investment = 7 years

Interest rate = 11% compounded quarterly

The amount of deposit needed today to earn $125,000 in 7 years at annual interest rate of 11% is calculated as follows:

N (# of periods)  28

I/Y (Interest per year)  11

PMT (Periodic Payment)  0

FV (Future Value)  125000

Results

PV = $58,481.53

Total Interest $66,518.47

7 0
3 years ago
Phillips Corporation's fiscal year ends on November 30. The following accounts are found in its job order cost accounting system
xz_007 [3.2K]

Answer:

Phillips Corporation

a = 9,050 beginning balance Raw Materials

b = 36,660 beginning balance WIP

c = 15,650 direct materials

d = 6,825 Overhead applied

e = 13,500 Ending balance WIP

f = 5,500 beginning balance Finished Goods

g = 54,625 Completed jobs

h = 4,300 ending balance Finished Goods

i = 9,100 wages assigned

j = d

k = 3,125 indirect labor

l = 1,145 Underapplied overhead

m = 55,825 cost of goods sold

Explanation:

a) Data and Analysis:

1. Jobs in process:

Job No. 154 and Job No. 155

Combined direct materials costs    $9,950

Combined direct labor costs            15,200

Overhead applied (75%)                    11,400

Total work in process, beginning $36,550

2. Jobs started in December:

             Job Nos. 156,           157, and       158

Direct materials                                     $4,400

Direct labor                                             5,200

Overhead applied (75%)                        3,900

Total work in process                        $13,500

Beginning work in process = $36,550

Ending work in process = $13,500

Beginning Finished Goods Inventory: Job 153 $5,500

Ending Finished Goods Inventory: Job 157 $4,300

Raw Materials Inventory

Dec. 1 Beginning balance  9,050 (a)  

Dec. 31 Requisitions                      18,950

Dec. 31 Purchases           18,025

Dec. 31 Ending balance                  8,125

Total                                27,075  27,075

a = $9,050 (27,075 - $18,025)

Work in Process Inventory

Dec. 1 Beginning balance $36,550  b.

Dec. 31 Jobs completed               54,625 (g)

Dec. 31 Direct materials     15,650  c.

Dec. 31 Direct labor              9,100

Dec. 31 Overhead                6,825  d.

Dec. 31 Ending balance                13,500 e.

Finished Goods Inventory

Dec. 1 Beginning balance        5,500 f

Dec. 31 Cost of goods sold            55,825 (m)

Dec. 31 Completed jobs    54,625 g.

g. Dec. 31 Ending balance                  4,300 h

Factory Labor

Dec. 31 Factory wages         12,225

Dec. 31 Wages assigned                    9,100

Dec. 31 Overhead                               3,125

Manufacturing Overhead

Dec. 31 Indirect materials 3,300

Dec. 31 Overhead applied                 6,825  d.

Dec. 31 Indirect labor        3,125  k.

Dec. 31 Other overhead   1,545

Dec. 31 Underapplied overhead        1,145

7 0
3 years ago
What makes your marketing more potent, allowing you to run an ad three times instead of nine, to get the same effect?
Alex
I think it’s Branding
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3 years ago
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Consider a single factor APT. Portfolio A has a beta of 2.0 and an expected return of 19%. Portfolio B has a beta of 1.0 and an
Aleksandr-060686 [28]

Answer:

Invest 50% in portfolio A and the rest 50% in risk-free asset to create Portfolio D, we will have the same systematic risk as that of Portfolio B.

The expected return of Portfolio D = 11%

Portfolio D and Portfolio B have the same beta of 1.0. But, portfolio D has a higher return of 11% as compared to the expected return of Portfolio B of 8%.

Buy Portfolio D, and sell Portfolio B.

Explanation:

A risk free asset is referred to an asset that provides a virtually guaranteed return and no possibility of loss.

Risk-free asset has a beta of 0.

Portfolio D Beta = Wa × Portfolio A Beta + Wb × Risk-free asset beta

1.0 = Wa * 2.0 + Wb * 0

Wa = 1.0/2.0

Wa = 0.50

If we invest 50% in portfolio A and the rest 50% in risk-free asset to create Portfolio D, we will have the same systematic risk as that of Portfolio B.

The expected return of Portfolio D = 0.50 × 0.19 + 0.50 ×0.03

The expected return of Portfolio D = 0.11

The expected return of Portfolio D = 11%

Portfolio D and Portfolio B have the same beta of 1.0. But, portfolio D has a higher return of 11% as compared to the expected return of Portfolio B of 8%.

Buy Portfolio D, and sell Portfolio B.

7 0
3 years ago
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