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polet [3.4K]
3 years ago
7

Most "okies" in california finally escaped the deprivation and uncertainty of seasonal farm labor when they

Business
2 answers:
Sedaia [141]3 years ago
8 0

Answer:

Most "okies" in california finally escaped the deprivation and uncertainty of seasonal farm labor when they

found job in defense industries during the second world war.

Explanation:

"Okies" is a term to name Oklahoma born people, it was used to name Oklahoma natives migrants in California in the 1920s. They were poor and the majority or they only know to work in farms. However, after a certain time, the war and conflict between the axis and the allies escalated provoking that defense position was required and the "Okies" saw an opportunity to engage in the seek of a better life.

VMariaS [17]3 years ago
5 0
Found jobs in defense industries during World War II?
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Why is there an inherent conflict between planning and control uses of budgets?
IrinaVladis [17]

Answer:

The main conflict that results between planning and control use of budgets is that managers might place their own personal interests before the interests of the company. This might result in budgets that are easily achievable (resulting in bonuses) or shifting income from one period to another in order to achieve certain budgets that will result in bonuses.

I will use a real life example that happened to me to explain this. I worked as a B2B sales representative for a large corporation (we were only 2 B2B salespeople + 1 manager) and when sales were slowing down, upper management would set up bonuses for achieving certain sales goals. The problem was that intentionally certain large sales that required management's approval were delayed and total sales would fall. Then suddenly the bonus show sup and all the large sales were approved and in two weeks the sales goals were achieved. Since B2B sales are not about selling to a lot of customers, but instead selling to the right customers a lot of products, a couple of delayed big sales made a huge difference and a 1% bonus meant changing your old car for a new one.

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3 years ago
Give description of a recent (2019-2021)example of how this problem has displayed in Southafrica
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South africa’s is a cool place,
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2 years ago
Back2Work is considering replacing the receptionist who answers the phone with an automated answering system. Back2Work should _
aleksandr82 [10.1K]

Answer:

involve the current receptionist in the decision process.

Explanation:

When changes are to be made that will affect an employee, the best way to reduce resistance to the change is to involve the employee in the decision-making process.

By involving the employee they will get to see the benefits of the new initiative and this will also convince them that it is for the good of the business and not a ploy to replace them.

Employees have a higher buying and will drive implementation more when they were part of the process for change.

8 0
3 years ago
Read 2 more answers
In ________, employees are given a voice in how they do their jobs and in how the company is managed.
9966 [12]
B. Participative management and empowerment
7 0
3 years ago
A food manufacturer reports the following for two of its divisions for a recent year.
hram777 [196]

Answer:

1. 13.8% and 14.6%

2. 13.6% and 16.5%

3. 1.01 times and 0.88 times

Explanation:

The computations are shown below:

1. Return on investment = Operating Income ÷ Average invested Assets

where, average invested assets would be

= (Invested assets, beginning + Invested assets, ending) ÷ 2

For Beverage Division, it would be

= $366 ÷ {($2,696 + $2,610) ÷ 2}

= $366 ÷ $2,653

= 13.8%

For Cheese Division, it would be

= $651 ÷ {($4,489 + $4,417) ÷ 2}

= $651 ÷ $4,453

= 14.6%

2. Profit margin = (Operating income ÷ sales) × 100

For Beverage Division, it would be

= ($366 ÷ $2,698) × 100

= 13.6%

For Cheese Division, it would be

= ($651 ÷ $3,942) × 100

= 16.5%

3. Investment turnover = Sales ÷ Average Operating Assets

For Beverage Division, it would be

= $2,698 ÷ {($2,696 + $2,610) ÷ 2}

= $2,698 ÷ $2,653

= 1.01 times

For Cheese Division, it would be

= $3,942 ÷ {($4,489 + $4,417) ÷ 2}

= $3,942 ÷ $4,453

= 0.88 times

7 0
3 years ago
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