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3 years ago

The portrayal of jobs on TV and in the movies is usually accurate. true or false?

Business

2 answers:

kakasveta [241]3 years ago

3 0

False they tend to make way more easy to get a job on tv an in movies

cluponka [151]3 years ago

3 0

Answer:

The answer is: False

Explanation:

Generally people in TV are either:

rich and don't have to work or if they work their jobs are always great, exciting and fun to do,
or are too poor, don't have a job or if they have a job it will be something miserable.

Imagine if a medical TV show was about true medical care jobs. The actors would spend 95% of the time dealing with kids that have the flu or old people that suffer from back pain.

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you consider the situation, roll up your sleeves, and get to work. what should be the first step you take in obtaining the info

Alina [70]

The first step would be: define the problem that needs to be solved.
Before we started colelcting information, we need to distinguish which type of information would be considered as 'relevant' and could aid us in achieving our goals. In climbing the Esports industry, this could involve most efficient way of training, nutrition necessary to icnrease gaming concentration, the strength of competitors, etc.

5 0

3 years ago

A total of 1000 units of a certain product must be completed by the end of the current week. It is now late Monday afternoon, so

Arturiano [62]

Answer:

7 workers will be required

Explanation:

We will define actual time required to do a job

= Standard time required for producing each unit x Worker efficiency (%)/100

= 11.65 x 115/100

= 13.3975 minutes

Total available minutes in 4 days = 4 days x 8 hours/ day x 60 minutes / day = 1920 minutes

Therefore ,

Number of units which can be produced by 1 worker in 4 days = 1920 /13.3975

Number of units to be produced = 1000 units

Therefore,

Number of workers required

= Number of units to be produced / Number of units which can be produced by 1 worker in 4 days

= 1000 x ( 13.3975 /1920)

= 6.977 ( 7 rounded to nearest whole number )

8 0

3 years ago

During the direst part of the Great Depression, approximately ______ percent of the nation's workers was unemployed.

vova2212 [387]

29.4 percent of workers

7 0

2 years ago

Variable costs as a percentage of sales for Lemon Inc. are 80%, current sales are $600,000, and fixed costs are $130,000. How mu

Stels [109]

Answer:

$8000 (increased)

Explanation:

Given:

Current sales = $600,000

Variable cost = 80% of Sales = $600,000 x 80% = $480,000

Fixed cost = $130,000

Computation of current Operating Income :

= Current sales - Variable cost - Fixed cost

= $600,000 - $480,000 - $130,000

Net Income = -$10,000

Computation of Operating Income(After new sales) :

= New sales - New Variable cost - Fixed cost

= ($600,000 + $40,000) - 80% of ($600,000 + $40,000) - $130,000

= $640,000 - $512,000 - $130,000

Net income after new sales = - $2,000

Change in income = Net income after new sales - Net Income before new sales

= -$2,000 - (-$10,000)

= $8000 (increase)

5 0

3 years ago

Omega Custom Cabinets produces and sells custom bathroom vanities. Assume that labor is the only input that varies for the firm.

Papessa [141]

Answer:

The answer is option a). For the 11th worker, the marginal profit is $600.

Explanation:

Step 1: Determine the initial profit for the 10 workers as shown;

initial profit=revenue from sales-cost of labor

where;

revenue from sales=sale per unit×number of units

revenue from sales=800×20=$16,000

cost of labor=cost per unit×number of workers

cost of labor=1,000×10=$10,000

replacing;

initial profit=16,000-10,000=$6,000

Step 2: Determine the final profit for the 10 workers as shown;

final profit=revenue from sales-cost of labor

where;

revenue from sales=sale per unit×number of units

revenue from sales=800×22=$17,600

cost of labor=cost per unit×number of workers

cost of labor=1,000×11=$11,000

replacing;

final profit=17,600-11,000=$6,600

Step 3: Determine the marginal profit as shown;

marginal profit=final profit-initial profit

where;

final profit=$6,600

initial profit=$6,000

replacing;

marginal profit=6,600-6,000=$600

The marginal profit for the 11th worker=$600

5 0

3 years ago