Table of contents (expand)
- Necessity and prerequisites for the emergence and use of money
- The modern banking system of the Russian Federation, its structure
- Essence, functions and properties of money
- The role of money in a commodity economy
- The concept of the type and form of money (D)
- Electronic money (ED), their properties and features
- Monetary systems (DS), device, types
- Management principles and functioning of the monetary system
- Elements of the country's monetary system (BCS)
- Cash and payment turnover (DO and PO), its structure
- Release of money into economic circulation
- Principles of organization of cash circulation
- Principles of organization of non-cash money circulation
- bank loan cartoon
- Money supply and monetary aggregates. Velocity of money
- Empirical laws of money circulation
- Quantitative laws of circulation of money
- Methods of state regulation of money circulation
- Nominal and metallic theory of money
- Types, types and forms of inflation
- Forms of manifestation, causes and consequences of inflation
- Methods, limits, contradictions of inflation regulation
- Foreign exchange market
- Concept, structure and elements of currency systems
- World Monetary System: Evolution and Current State
- Regulation of foreign exchange transactions
- country's balance of payments.
- The concept of credit and the need for its appearance
- The main stages in the development of credit relations
- Functions, role and boundaries of credit
- Forms and types of loans
- Loan interest (interest income) and interest rate
- Determination of the market rate of interest
- Nominal and real interest rates
- Types of nominal interest rates
- Factors Determining Differences in Interest Rates
- Interest income calculation
- Lending organization
- Credit risks and creditworthiness of the borrower
- Loan collateral and credit management
- Capital-creating theories of credit
- Theories of credit
- Central banks, their functions and monetary regulation
- Instruments and methods of monetary policy
- Essence and functions of commercial banks
- Balance sheet and operations of commercial banks
- Credit and financial institutions of the country
- Banking and monetary systems of the USA, England, Germany, Japan, France, Italy and Canada
- Banking Legislation
- Regulation of monetary circulation
- Private banking ("Private banking")
- Credit consulting (provision of consulting services on lending)
- Terminological dictionary
Interest income calculation
Calculation of simple interest on initial capital.
It is used when servicing savings deposits with a monthly interest payment and when the interest is not added to the amount of debt, but is periodically paid to the creditor. The accrual formula for simple % is: F=P(1+nr), where F is the accrued amount, P is the initial capital, n is the accrual period of %, r is the % rate. Interest income: I=Pnr
2 options %:
1) exact - determined based on the exact number of days in a year (365 or 366), in a quarter (from 89 to 92), in a month (from 28 to 31), 2) ordinary% - determined based on the approximate number of days in a year, quarter, month (360, 90, 30).
2 options for determining the loan duration:
1) the exact number of days of lending is taken into account (calculation by day), 2) the approximate number of days of lending is taken into account (in a month - 30 days).
Often, when servicing current accounts, interest is calculated using percentage number Pt/100D and divisor D=T/r, where P is the initial capital, t is the duration of financial options in days, T is the number of days in a year. => Interest income: I=Pt/100D. Usually the amount on the account changes frequently. money is deposited and withdrawn. Then the total amount of accrued % for a certain period: the sum of all percentage numbers for each period of time when the amount on the account did not change is divided by the divisor.
In conditions of decreasing purchasing power of money, the real rate is more important than the nominal one. The amount will be: F*=F/Itp, where F - accrued amount, t - time, Ip - the value of the price index.
Accounting for bills.
Discounting a promissory note is the purchase of a promissory note from the owner before maturity at a price less than what it would be at the end of the term. (often called bill posting). Discount (D) - % of the bank deducted from the bill. It is interest for the time from the day of discounting n to the day of repayment of the bill for the amount F, payable at the end of the term. The bank discount rate is d => D=Fnd. The holder of the bill will receive the discounted value of the bill P=F-Fnd=F(1-nd) - bank (commercial) discounting. Usually, ordinary interest and the exact number of days are used.
Calculation of compound and continuous interest.
The investment is made with a compound percentage if the next annual income is calculated not from the initial value of the invested capital P, but from the total amount, which includes the interest previously accrued and not claimed by the investor. => capitalization of interest (attaching them to the accrued base) => the base increases. => Amount of invested capital = Fn=P(1+r)n,
% income = I=P((1+r)n-1)
If the loan is concluded for a number of years different from the whole, then % can be accrued according to the compound % scheme or according to the mixed scheme (compound % scheme for an integer number of years + for simple % for the fractional part of the year): Fn=P(1+r)w(1+fr), where w is an integer number of years, f is a fractional part of a year, n=w+f.
Complex financial problems in banking practice => the task of accruing compound interest in a very short time => continuous calculation and capitalization of interest => accrued amount =Fn=Peδn, where δ - continuous rate (growth force).
Interest income = I=P(eδn-1).
Financial annuities.
Financial rent (annuity) - unidirectional cash flow (no alternation of outflows and inflows of funds) with equal time intervals between two consecutive cash receipts. This constant time interval is annuity period (annuity period), any element of the cash flow - annuity member. An annuity, each term of which occurs at the end of the corresponding period - rent postnumerando, if at the beginning - prenumerando. Estimation of cash flow (and rent) can be performed as part of solving two problems:
1) direct, implying a total assessment of the accumulated cash flow - the future value of the cash flow is determined, 2) reverse - the total assessment of the discounted (discounted) cash flow - the present value of the cash flow is determined.
Author: Shevchuk D.A.
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