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marshall27 [118]
3 years ago
7

State two benefits a country may gain from immigration.

Business
2 answers:
marysya [2.9K]3 years ago
6 0

Answer:

A country can gain from immigration when immigration is controlled so that immigrants contribute to society. If the immigrants have needed skills and come in appropriate numbers this is good for the country. Also by getting people from all over, they will benefit by having a much richer culture.

Explanation:

iragen [17]3 years ago
6 0

Answer:

Immigration can give substantial economic benefits – a more flexible labour market, greater skills base, increased demand and a greater diversity of innovation. However, immigration is also controversial. It is argued immigration can cause issues of overcrowding, congestion, and extra pressure on public services.

Explanation:

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Which measurements is the same length as 1 meter
vampirchik [111]

Answer:

A yard.

Explanation:

It is roughly about the same length as a meter.

8 0
2 years ago
Read 2 more answers
The cash records of Oriole Company show the following. For July: 1. The June 30 bank reconciliation indicated that deposits in t
inysia [295]

Explanation:

a.  Deposit in Transit at July 31 = Deposit in Transit, June 30 + Deposit as per Cash Book – Deposits as per Bank Book

= $690 + $17,970 - $15,770

= $2,890

b.  Outstanding Checks at July 31 = Outstanding Checks at June 30 + Checks issued as per Cash Book – Checks cleared as per Bank Book

= $930 + $19,160 - $16,800

= $3,290

c.  Deposits in Transit at August 31 = Deposits as per Bank Statement – Deposits as pr Books + Deposits in Transit, September 30

= $26,750 - $26,340 + $2,810

= $3,220

d.  Outstanding Checks at August 31 = Checks cleared by Bank – Cash Disbursements as per Books + Outstanding Checks, September 30

= $24,370 - $23,030 + $2,440

= $3,780

8 0
3 years ago
A company’s Factory Overhead T-account shows total debits of $624,000 and total credits of $646,000 at the end of the year.
trapecia [35]

Answer:

The journal entry is

Dr Cost of sales ---------------$22,000

Cr Factory overhead---------$22,000.

Explanation:

At the end of the year:

Total debits equal $624,000

Total credits equal $646,000.

The difference is $646,000 - $624,000 = $22,000

This $22,000 will be the balance at the beginning of the following year.

So the journal entry to close the balance in the Factory overhead account to cost of goods sold is:

Dr Cost of sales ---------------$22,000

Cr Factory overhead---------$22,000.

This means the overhead is under-applied(actual overhead is greater than the budgeted cost)

8 0
2 years ago
Jack works hard on his projects as his manager promises him a salary increase on successful completion of the project. jack's ha
DIA [1.3K]

Extrinsic motivation

 Extrinsic motivation is defined as behavior that is motivated by external factors outside an individual such as rewards, fame, attention or praise. Therefore, if Jack’s motivation for successfully completing a project is a salary raise and more, he is externally motivated. He is motivated to do well largely by the external factor, money, rather than intrinsic factors such as a sense of achievement and pride.

7 0
3 years ago
The Magnetron Company manufactures and markets microwave ovens. Currently, the company produces two models: full-size and compac
SVEN [57.7K]

Answer:

Max: Z = 120x + 130y

Subject to:

2x + y \le 500

2x + 3y \le 800

x \le 220

y \le 180

x,y \ge 0

Explanation:

Given

Let:

x \to Units\ of\ full\ size

y \to Units\ of\ compact\ size

Required

Formulate a linear optimization model

<u>Constraints for time:</u>

For the general assembly (hours), we have the following parameters:

x \to 2

y \to 1

So, the expression is:

2x + y --- (1)

For the electronic assembly (hours), we have the following parameters:

x\to 2

y \to 3

So, the expression is:

2x + 3y --- (2)

Solving further [Time available]:

General\ Assembly \to 500

Electronic\ Assembly \to 800

So, (1) and (2) becomes:

2x + y \le 500

2x + 3y \le 800

<u>Constraints for selling:</u>

Full\ Size \to 220 --- at most

Compact \to 180 -- at most

The above can be represented as:

x \le 220

y \le 180

<u>Earnings contribution:</u>

Total\ Full\ Size \to 120

Total\ Compact \to 130

The objective function to be maximized can then be modelled as:

Z = 120x + 130y

4 0
3 years ago
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