FAQ Page 1 - আরবিআই - Reserve Bank of India
All you wanted to know about NBFCs
B. Entities Regulated by RBI and applicable regulations
Foreign Investment in India
Answer: The following persons can acquire capital instruments on the stock exchanges:
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FPIs registered with SEBI
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NRIs
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Other than (a) and (b) above, a person resident outside India, can acquire capital instruments on stock exchange, subject to the condition that the investor has already acquired and continues to hold the control of such company in accordance with SEBI (Substantial Acquisition of Shares and Takeover) Regulations and subject to conditions specified in Annex I of the Master Direction – Foreign Investment in India.
FAQs on Non-Banking Financial Companies
Classification of NBFCs into sub-groups
Annual Return on Foreign Liabilities and Assets (FLA) under FEMA 1999
Some Useful Definitions
Ans: The other capital component (receivables and payables, except equity and participating preference shares investment) of direct investment covers the outstanding liabilities or claims arising due to borrowing and lending of funds, investment in debt securities, trade credits, financial leasing, share application money etc., between direct investors and DIEs and between two DIEs that share the same direct Investor. Non-participating preference shares owned by the direct investor are treated as debt securities & should be included in ‘other capital’.
External Commercial Borrowings (ECB) and Trade Credits
G. END-USES
Government Securities Market in India – A Primer
24.1 An investor who purchases a bond can expect to receive a return from one or more of the following sources:
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The coupon interest payments made by the issuer;
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Any capital gain (or capital loss) when the bond is sold/matured; and
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Income from reinvestment of the interest payments that is interest-on-interest.
The three yield measures commonly used by investors to measure the potential return from investing in a bond are briefly described below:
i) Coupon Yield
24.2 The coupon yield is simply the coupon payment as a percentage of the face value. Coupon yield refers to nominal interest payable on a fixed income security like G-Sec. This is the fixed return the Government (i.e., the issuer) commits to pay to the investor. Coupon yield thus does not reflect the impact of interest rate movement and inflation on the nominal interest that the Government pays.
Coupon yield = Coupon Payment / Face Value
Illustration:
Coupon: 8.24
Face Value: ₹100
Market Value: ₹103.00
Coupon yield = 8.24/100 = 8.24%
ii) Current Yield
24.3 The current yield is simply the coupon payment as a percentage of the bond’s purchase price; in other words, it is the return a holder of the bond gets against its purchase price which may be more or less than the face value or the par value. The current yield does not take into account the reinvestment of the interest income received periodically.
Current yield = (Annual coupon rate / Purchase price) X100
Illustration:
The current yield for a 10 year 8.24% coupon bond selling for ₹103.00 per ₹100 par value is calculated below:
Annual coupon interest = 8.24% x ₹100 = ₹8.24
Current yield = (8.24/103) X 100 = 8.00%
The current yield considers only the coupon interest and ignores other sources of return that will affect an investor’s return.
iii) Yield to Maturity
24.4 Yield to Maturity (YTM) is the expected rate of return on a bond if it is held until its maturity. The price of a bond is simply the sum of the present values of all its remaining cash flows. Present value is calculated by discounting each cash flow at a rate; this rate is the YTM. Thus, YTM is the discount rate which equates the present value of the future cash flows from a bond to its current market price. In other words, it is the internal rate of return on the bond. The calculation of YTM involves a trial-and-error procedure. A calculator or software can be used to obtain a bond’s YTM easily (please see the Box III).
YTM Calculation YTM could be calculated manually as well as using functions in any standard spread sheet like MS Excel. Manual (Trial and Error) Method Manual or trial and error method is complicated because G-Secs have many cash flows running into future. This is explained by taking an example below. Take a two year security bearing a coupon of 8% and a price of say ₹ 102 per face value of ₹ 100; the YTM could be calculated by solving for ‘r’ below. Typically, it involves trial and error by taking a value for ‘r’ and solving the equation and if the right hand side is more than 102, take a higher value of ‘r’ and solve again. Linear interpolation technique may also be used to find out exact ‘r’ once we have two ‘r’ values so that the price value is more than 102 for one and less than 102 for the other value.
Spread Sheet Method using MS Excel In the MS Excel programme, the following function could be used for calculating the yield of periodically coupon paying securities, given the price. YIELD (settlement,maturity,rate,price,redemption,frequency,basis) Wherein; Settlement is the security's settlement date. The security settlement date is the date on which the security and funds are exchanged. Maturity is the security's maturity date. The maturity date is the date when the security expires. Rate is the security's annual coupon rate. Price is the security's price per ₹100 face value. Redemption is the security's redemption value per ₹100 face value. Frequency is the number of coupon payments per year. (2 for Government bonds in India) Basis is the type of day count basis to use. (4 for Government bonds in India which uses 30/360 basis) |
Business restrictions imposed on Paytm Payments Bank Limited vide Press Releases dated January 31 and February 16, 2024
Merchants using Paytm Payments Bank to receive payments
Coordinated Portfolio Investment Survey – India
Contact Details for query related to CPIS
Ans: Queries/clarifications on CPIS may be sought from the RBI at the following address:
International Investment Position Division (IIPD)
Department of Statistics and Information Management (DSIM)
Reserve Bank of India
C-9/5 th Floor, Bandra - Kurla Complex, Bandra East
Mumbai, Maharashtra – 400 051
Email : cpis@rbi.org.in
Government Securities Market in India – A Primer
Day count convention refers to the method used for arriving at the holding period (number of days) of a bond to calculate the accrued interest. As the use of different day count conventions can result in different accrued interest amounts, it is appropriate that all the participants in the market follow a uniform day count convention.
For example, the conventions followed in Indian market are given below.
Bond market: The day count convention followed is 30/360, which means that irrespective of the actual number of days in a month, the number of days in a month is taken as 30 and the number of days in a year is taken as 360.
Money market: The day count convention followed is actual/365, which means that the actual number of days in a month is taken for number of days (numerator) whereas the number of days in a year is taken as 365 days. Hence, in the case of T-Bills, which are essentially money market instruments, money market convention is followed.
In some countries, participants use actual/actual, some countries use actual/360 while some use 30/actual. Hence the convention changes in different countries and in different markets within the same country (eg. Money market convention is different than the bond market convention in India).
Core Investment Companies
Core Investment Companies (CICs)
Ans: The NBFC would have to apply to RBI with full details of the plan and exemptions could be considered on a selective basis on the merits of the case.