Financials

For those dipping their toes into the world of investing, understanding key metrics is essential. One such metric, often used by investors, is Discrete Annual Return. What is Discrete Annual Return? Think of Discrete Annual Return to measure how well your investment performed over a specific period – usually a year. Unlike some fancy calculations, it keeps things simple by looking at the actual returns you get from your investment during that time. Calculating Discrete Annual Return: No need to worry about complex math here. The formula goes like this: R=(Pt​−Pt−1​) +D   ​× 100      —————-           Pt−1 Here is what it means: R is just a fancy way of saying Discrete Annual Return Pt is the current value of your investment. Pt−1 is what your investment was worth at the start. D is any extra money you got from dividends or other income during the year. Why Discrete Annual Return Matters: Easy Performance Check: It is like checking how well your investment did over the year without diving into complicated stuff. Simple and straightforward. Realistic Look at Gains: Unlike some methods, Discrete Annual Return keeps it real. It understands that you might not always reinvest your money right away. Helps with Decisions: It gives you a clear picture, helping you make better decisions about your investments. You can see what is working and what might need a tweak. Comparing to Other Methods: Remember the idea of continuous reinvestment? Discrete Annual Return keeps it real by looking at things in chunks, making it a practical choice for everyday investors. Conclusion: Investing does not have to be rocket science. Understanding Discrete Annual Return is like having a simple tool to check how your investments are doing. As you navigate the investing world, using this easy metric can help you make smarter decisions and keep your financial journey on track.

Alternative Investment Funds Categories Alternative Investment Funds Categories (AIFs) have become integral components of modern investment portfolios, providing investors with diverse opportunities beyond traditional assets. Within the AIF framework, Category 1, 2, and 3 funds each carry distinct characteristics and cater to different risk appetites. In this exploration, we delve into the nuances of AIF Category 1, 2, and 3 funds. Category 1: Hedge Funds – The Pioneers of Alternative Strategies Hedge funds, a prominent representative of Category 1 AIFs, are known for their dynamic and often sophisticated investment strategies. These funds aim to achieve absolute returns, irrespective of market conditions. Hedge funds employ a range of tactics, including long/short equity, global macro, event-driven, and managed futures. Accredited investors contribute capital, and fund managers use their expertise to navigate markets with the goal of outperforming benchmarks and delivering consistent returns. Category 2: Private Equity – Nurturing Growth and Unlocking Potential Category 2 AIFs predominantly consist of Private Equity (PE) funds. These funds venture into direct investments in private companies, contributing to their growth and development. Within this category, investors encounter venture capital funds, which support early-stage startups; growth equity funds, facilitating expansion for established firms; and buyout funds, which acquire businesses for restructuring and subsequent profitable exits. PE funds offer investors the opportunity to participate in the success of non-public enterprises. Category 3: Real Estate Funds – Building Wealth Beyond Brick and Mortar Real Estate Investment Funds take center stage in Category 3 AIFs, providing investors with exposure to the real estate market without the complexities of direct property ownership. These funds invest in a variety of real estate projects, spanning residential, commercial, industrial, and developmental properties. Real estate funds offer the dual benefits of capital appreciation and regular income streams, making them an attractive choice for those seeking portfolio diversification and stability. As investors navigate the landscape of alternative investments, understanding the unique attributes of Category 1, 2, and 3 AIFs is essential for making informed decisions that align with individual investment objectives.

Alternative Investment Fund In the dynamic world of finance, investors are constantly seeking avenues that offer diversification, higher returns, and risk mitigation. One such instrument that has gained prominence in recent years is the Alternate Investment Fund (AIF). In this blog post, we will delve into the fundamentals of AIFs, exploring what they are, how they function, and the potential benefits they bring to investors. Defining Alternate Investment Funds (AIFs): Alternate Investment Funds (AIFs) are a category of investment funds that pool capital from high-net-worth individuals (HNIs) and institutional investors with the aim of investing in diverse asset classes beyond traditional stocks and bonds. Unlike mutual funds or exchange-traded funds (ETFs), AIFs have a broader mandate, allowing them to invest in private equity, hedge funds, real estate, infrastructure, and other non-traditional assets. Categorization of AIFs: AIFs are categorized into three broad classes based on their investment strategies and objectives: Category I: Funds that invest in startups, small and medium-sized enterprises (SMEs), and other sectors that promote economic growth. Category II: Funds that follow a specific strategy, such as private equity funds, debt funds, or funds pursuing other non-traditional strategies. Category III: Funds that employ complex trading strategies, including hedge funds and funds with a focus on derivatives. Benefits of AIFs: Diversification: AIFs offer investors the opportunity to diversify their portfolios beyond traditional asset classes, potentially reducing overall portfolio risk. Professional Management: AIFs are managed by experienced fund managers and investment professionals who leverage their expertise to make informed investment decisions. Access to Alternative Assets: AIFs provide investors access to alternative assets that may not be easily accessible through conventional investment avenues, such as private equity or real estate. Potential for Higher Returns: By investing in a broader range of assets, AIFs aim to generate higher returns than traditional investment vehicles, although they come with higher risk. Regulatory Framework: AIFs in many jurisdictions, including India, are regulated by financial authorities to ensure investor protection and market integrity. The regulatory framework defines the permissible investment strategies, disclosure norms, and reporting requirements for AIFs.

How does price discovery take place in the stock market? Let us say a company makes Rs.1000/- as profit. Also, let us assume the company has 100 shares. So, earnings per share (EPS) i.e., profit / no. of shares = Rs.1000 / 100 = 10. Let us say the price per share in the market is Rs.100/-. Then the P/E would be Price of share / Earnings per share 100/10 = 10. Since P/E = 10, it means a buyer, Mr. Shyam is willing to pay 10 times the company’s annual earnings per share! This means that the buyer would take 10 years to recover his cost of buying. However, 10 years seems a long time to recover his investment. So, what is his motivation for investing? Let us say there is a surge in the demand for the company’s products causing its profits to go up from Rs.1,000.- to Rs.10,000/-! Now what is interesting to observe is that while the profit went up from Rs.1000/- to Rs.10,000/- the number of shares remains the same at 100. Hence, by definition, earnings per share would be Rs.100/-. Since Mr. Shyam invested Rs.100/- for a share, whose EPS has increased from Rs.10/- to Rs.100/-, he is now able to recover his investment within a year. Assuming the P/E remains at was 10 and earnings per share has gone up to Rs.100/-, the price of the share would then be Rs.1000/-. Hence, Mr. Shyam, who paid Rs.100/- per share could sell the same for Rs.1000/- and make a profit of Rs.900/-. But the story does not end here. When people see that a company, which was making Rs.10/- per share sometime back, is now making Rs.100/- per share, they all want  to buy the shares of this company and thus the demand shoots up! And this demand causes the P/E to go up from 10 to let us say 12. When the P/E moves up from 10 to 12, the market price of the shares too moves up to Rs.1200/- from Rs.1000/-. Now Mr. Shyam, who had initially bought a share for Rs.100/-, can now sell the same for Rs.1200/- and make a profit of Rs.1100/-! Thus, we have seen how the price of a share is discovered in the market. It is a function of both the earnings per share, which is the profitability of the company, as well as the sentiments and expectations of the market causing demand to rise, which increases the P/E ratio!

We know that ‘Velocity of money’ – which is a term used to denote the number of times a unit of money in an economy changes hands during a certain period, say, one year. Here, by money, economists mean currency and coins in circulation and bank reserves with the central bank. The life of money looks so simply when it is just moving from one hand to another. But what about the actual economy, where countless number of people are using different units of money for small and big transactions? How do we calculate the velocity of money in a real economy? First, the velocity of money can be known only when buy and sell transactions are over. There is no way we can know about the velocity of money on a real-time basis. We calculate velocity of money by dividing the value of the Gross Domestic Product, or GDP, which represents the total value of all goods and services produced by an economy, by the value of money supply. Mathematically, it can be expressed as: Velocity of Money = GDP / Value of Money Supply Remember… Different measurements of money supply would show different velocity. But if you are not too comfortable with the nuances of money supply, then you can just think of money as the value of the total stock of currency notes and coins available in an economy. Now… The different types of money are typically classified as M’s. In the money supply statistics, central bank money (in our case RBI) is M0 while commercial bank money (other national banks) is divided up into M1-M3 components. M0: currency (notes and coins) in circulation and in bank vaults. M0 is usually called the monetary base – the base from which other forms of money are created – and is traditionally the most liquid measure of the money supply. M1: currency in circulation + demand deposits + traveler\’s cheques. M1 represents the assets that can be used to pay for a good or service or to repay debt. M2: The sum of M1 + savings deposits, small denomination deposits & retirement accounts. M3: The sum of M2 + large deposits, Euro-dollar deposits & dollars held in foreign offices of banks. But how does one calculate the different measurements of money supply such as M0, M1, M2, M3 and so on? Here is how… You can choose any of the different measurements of money supply such as M0, M1, M2, M3 and so on. But since different measurements of money supply would show different values, you would get different velocities of money. So, if the value of GDP is, say, Rs10 lakh and the value of the base money or M0 is, say, Rs1 lakh, then the velocity of money would be ten. Likewise, if the value of M3 is, say, Rs2 lakh, then the velocity of money would be five. But you may ask, which one is the true velocity of money, ten or five? It is both. In the present example, ten is the velocity of money in its most liquid form—the currency and coins actually in circulation. As we move up the ladder of M1, M2, and M3, the liquidity of money decreases and so does its velocity. Which brings me to my original point… From one wallet to another, from one shopper to the next, that is the life of money. But we often forget that money is like a lubricant that makes the economy move smoothly. Therefore, if the money is parked in our pocket, and we do not spend it, in effect the economy slows down. Thus, money needs to move and therefore needs velocity (velocity is another word for speed) To Sum Up What: ‘Velocity of money’ is a term used to denote the number of times a unit of money in an economy changes hands during a certain period. How: Velocity of money is calculated by dividing the value of GDP with the value of money in circulation. Why: Money needs to move or have velocity for the economy to move ahead smoothly.

Let us say you have Rs.1,00,000/- with you. With the Rs.1,00,000/- you start a business. The business earns Rs.20,000/- per year. You have added to the value of Rs.1,00,000/- By Rs.20,000/- This is known as investment because you increase the value of the money. Let us say you buy a Car with this Rs.1,00,000/-. If you did not have a car of your own earlier, this car brings comfort and enhances your efficiency. The car takes you to your office in more comfort. You can work more and work better. Your social status increases and your boss is pleased by your performance. He gives you both a promotion and a raise. If you were earning  Rs.50,000/- per month earlier, your new raise has let us say taken it to Rs.75,000/- per month You have thus increased your wealth by 50% per month. This car purchased too can be considered an investment because it helps to increase your wealth. Now let us say you spent Rs.20,000/- on the car by changing its upholstery. Clearly this spending is consumption because the changed upholstery would hardly have an impact on increasing your overall wealth. So, the spending that increases your overall  wealth is an investment  while the spending that does not increase your overall wealth is consumption. Investment and consumption are also two sides of a coin. If you were to buy shares of the company making upholstery which you bought, it would be investment while purchase of the upholstery was consumption. So how are you impacted if the price of upholstery goes up? If the price of the upholstery goes up, you will certainly feel the pinch as a consumer. However, as an investor you may laugh all the way if the share prices go up on account of high demand for upholsteries. Hence, clearly it is important that there is both consumption and investment in an economy for the economy to grow in a balanced manner. On the other hand, even you as an individual need to partake both in consumption and investment to enjoy a balanced life which gives you returns while at the same time allowing you to enjoy some luxuries of life.

LIBOR is an acronym for London Inter Bank Offered Rate. LIBOR serves as a benchmark that gives an indication of the rate at which banks can borrow from London interbank market for a given period of time. The interbank borrowing is undertaken by financial institutions either to make profits or to cover short-term liquidity shortfalls. Basically, it represents the cost of funds — an average of what banks believe they would have to pay to borrow a “reasonable” amount for a specified short period. LIBOR is compiled by the British Bankers’ Association (BBA) in conjunction with Reuters and are released for 15 different time periods and for 10 currencies every day. How is LIBOR calculated? Every weekday 18 large banks participate in setting LIBOR. The banks individually submit figures for the interest rate at which each bank borrows money from the others. The BBA receives the rates, discards the highest and lowest ones, and then averages the remaining ones The resulting figure is the LIBOR (There are actually multiple rates for different borrowing periods and currencies). LIBOR serves as a key factor in determining a wide range of Interest rates paid by consumers and businesses, including for credit cards, student loans and some mortgages. Why do we need LIBOR? LIBOR was created in the 1980s as banks called for a reliable source to set interest rates for derivatives. The first LIBOR rate was announced in 1986 for three currencies: the U.S. dollar, the British sterling and the Japanese Yen. LIBOR is viewed as the most important benchmark in the world for short-term interest rates. On the professional financial markets LIBOR is used as the base rate for a large number of financial products such as futures, options and swaps. Banks also use the LIBOR interest rates as the base rate when setting the interest rates for loans, savings and mortgages. It currently serves as a benchmark rate for millions of contracts worth billions of dollars written everyday all over the world. Let’s consider an example: Suppose an Indian Company ABC wants to borrow money from the international market. The lender will charge Libor plus X%, depending on the risk profile of the Company ABC and the country, where X is the risk premium. Libor also serves some macro purposes. If LIBOR is rising continuously, it may be an indication of tight liquidity or rising stress in the financial markets. The movement of Libor also reflects market expectation on how the central bank will shape its monetary policy.

Many magazines mention that “to improve exports, the central banks need to depreciate the currency.” However, what does it mean and how do exports get a boost by depreciating the currency? To understand how lowering the exchange rate of a currency affects exports of the country, Let us understand through a story…. Mr. A is a mango seller. His mangoes are amongst the best in the market. He sells them for Rs.1000/- per dozen. He also exports mangoes to Mr. M in USA. Let us say the exchange rate is Rs.80/- to a dollar. In other words, it means that if Mr. M were to pay $1, he could buy Rs.80/- from a currency exchange. So, if $1 gets him Rs.80/-, he would need $12.5 to buy Rs.1000/- (1000/80 = 12.5) So, he first purchases Rs.1000/- by paying $12.5. Then he pays the Rs.1000/- to Mr. A for a dozen mangoes. Suddenly one day Mr. M stops purchasing mangoes from Mr. A. On enquiring, Mr. A find out that Mr. M is buying from another country as he is getting them for $10. To sell at $10, it would mean that Mr. A would have to sell a dozen for Rs.800/-. Mr. A realizes that it is impossible to sell at this price. Far from earning profits he would be making a huge loss. Now Mr. A go to the union of mango sellers who send a representative to the government with a request that instead of selling Rs.1000/- for $12.5, they should make the rupee cheaper and sell Rs.1000/- for $10 only. Since the representative is strong and since even exporters of other products had made similar requests, the government relents and makes the rupee cheaper such that Rs.1000/- would be sold for $10. So now for $10 Mr. M can once again buy Rs.1000/- or for $1 he can now buy 100 rupees. Thus, the upwards movement from Rs.80/- to Rs.100/- is the lowering of value of the rupee because now $1 can fetch Rs.100/- instead of the Rs.80/- which was possible before the depreciation ( or value reduction) Since, rupee depreciation brought the value of the Rs.1000/- down to $10 (which Mr. M was paying for mangoes in another country), he now restarts his business relationship with Mr. A. Thus, by depreciating the rupee the Indian government helps exporters like Mr. A.