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yaroslaw [1]
1 year ago
15

The purposes of managerial accounting are to provide useful information to aid in?

Business
1 answer:
yuradex [85]1 year ago
6 0

The purposes of managerial accounting are to provide useful information to aid in "calculating the costs of a company's goods and services, planning for future activities, and comparing actual to planned results."

<h3>What is managerial accounting?</h3>

Managerial accounting is the method of identifying, assessing, analyzing, analyzing, and communicating financial data to executives in order to help them achieve the goals of their organization.

Some key points regarding the managerial accounting are-

  • Managerial accounting differentiates from financial accounting in that its intended purpose is to assist users within the organization in making well-informed strategic decisions.
  • Unlike financial accounting, managerial accounting techniques are not governed by accounting standards.
  • The demonstration of managerial accounting information can be tailored to the needs of the end user.
  • Managerial accounting includes many aspects of accounting, such as product costing, financial planning, forecasting, and financial analysis.
  • Financial accounting, on the other hand, generates and disseminates formal financial statements for mass consumption that adhere to current accounting standards.

To know more about the managerial accounting, here

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you wish to buy a $25,000 car. the dealer offers you a 4-year loan with a 9 percent apr. what are the monthly payments?
NeTakaya

In order to buy a car worth $25,000 a monthly payment of $622.12 is required.

Mortgages are one type of loan that frequently has a structure that calls for a stream of identical monthly payments. The lender can assess whether the customer's budget can support equal monthly payments by doing so.

Suppose the monthly payment is M.

With 9 percent APR, the effective monthly rate is 9%/12 = 0.75%.

There will be 12 x 4 years, or 48 monthly payments.

The face value of the loan must be equal to the present value of these monthly payments, or

{}\sum_{t=1}^{48}{\frac{M}{(1 + 0.75\%)^t}} = 25,000, {}

which yields M = 622.12.

If you only paid interest, the monthly payment would be calculated as follows: principal * monthly interest rate (9% /12) = 25,000*0.75% = 187.5.

The results would be that after five years, you would still owe the whole amount of $25,000 and would have to pay $11,250 in interest.

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1 year ago
Joshua borrowed $1,000 for one year and paid $100 in interest the bank charged him a service charge of $10 what is the finance c
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1000-100-10 = 890 dollars left

He needs 110 dollars to pay the money he borrowed back.

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