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2 years ago

The main determinant of the amount of money demanded for transactions is the level of?

Business

1 answer:

zheka24 [161]2 years ago

3 0

The level of GDP is the main determinant of the amount of money demanded for transactions.

The income (Y), the expected inflation (π), and the interest price (I) are 3 important primary determinants in a popular money call for characteristic. In principle, cash call for is an incremental characteristic of real profits as normal price range circumstance dictates, and it is the maximum critical variable in money call for characteristic.

In summary, the demand for cash depends on the charge degree, the interest fee, and the actual gross home product. these 3 elements combine to determine the fraction of human beings' wealth that they maintain as coins and checking for shopping and the fraction that they preserve as interest-bearing belongings.

For a given amount of wealth, the solution to this query will depend upon the relative costs and blessings of retaining money versus other property. The demand for money is the connection between the amount of money human beings need to keep and the elements that determine that quantity.

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If the Hunter Foundation had decided to focus only on fighting measles, the

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Explanation:

a good strategic plan cannot protect and grow firms resouces

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3 years ago

When a company makes a commitment to enter a market on a large scale, this implies a blank______ entry.multiple choice question.

Orlov [11]

A large-scale market entry commitment by a firm suggests a rapid entry.

<h3>What is a large scale?</h3>

Something that is grand or massive is referred to as being on a large scale. 300 guests invited to a wedding is an example of a large-scale event. broad in scope or reach. A smaller area is depicted on large-scale maps with more information.

A large-scale map shows a limited geographic area. A smaller number would appear to the right of the ratio for a big scaled map expressed as a representative scale.

Large-scale industries are defined as those with significant infrastructure, raw material needs, high labor costs, and significant capital requirements. Large-scale industries are defined as those businesses with fixed assets worth more than 10 crore rupees.

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3 0

2 years ago

The key to success for big and small businesses alike is

sergiy2304 [10]

d selling a quality product

3 0

3 years ago

Read 2 more answers

After all, adjustments have been made, but before the accounts have been closed, the following balances were taken from the ledg

Tanzania [10]

Answer:

Dr Service Revenue 186,000

Cr Income Summary 186,000

Dr Income Summary $92,600

Cr Rent Expense 32,700

Cr Salary Expense 41,390

Cr Depreciation Expense 13,500

Cr Supplies Expense 2,500

Cr Insurance Expense 2,510

Dr Income Summary $93,400

Cr Ramona Cross, Capital $93,400

Dr Ramona Cross, Capital 48,000

Cr Ramona Cross, Drawing 48,000

Explanation:

Preparation of the journal entries to close the appropriate accounts for the month

Dr Service Revenue 186,000

Cr Income Summary 186,000

(Being to close off revenue account)

Dr Income Summary $92,600

(32,700+41,390+13,500+2,500+2,510)

Cr Rent Expense 32,700

Cr Salary Expense 41,390

Cr Depreciation Expense 13,500

Cr Supplies Expense 2,500

Cr Insurance Expense 2,510

(Being to close off expense accounts)

Dr Income Summary $93,400

(186,000-$92,600)

Cr Ramona Cross, Capital $93,400

(Being to close off Income Summary account)

Dr Ramona Cross, Capital 48,000

Cr Ramona Cross, Drawing 48,000

(Being to close off drawing account)

8 0

3 years ago

Consider an economy with two types of firms, S and I. S firms all move together. I firm's move independently. For both types of

oksian1 [2.3K]

Answer:

The volatility (standard deviation) of (a) type S is 12.24% and the volatility (standard deviation) of (b) type I is 2.7%

Explanation:

In order to calculate the volatility (standard deviation) of a portfolio that consists of an equal investment in 20 firms of (a) type S, and (b) type I, we have to calculate first the expected return as follows:

expected return=(60%×15%)+(40%×−10%)

=0.09-0.04=0.05=5%

Therefore, the volatility (standard deviation) of (a) type S=√(0.60(15%-5%)∧2+0.40(-10%-5%)∧2)

=12.24%

As I stock moves independently, therefore the volatility (standard deviation) of (b) type I=

SD(I Stock)= <u>12.24%</u>

√20

=2.7%

5 0

3 years ago