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What Does It Mean That Donald Trump Is a Fascist?

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" width="606px" alt="what is yoy mean"/>

Investors seeking direct exposure to the price of bitcoin should consider a different investment. The ETFs comprising the portfolios charge fees and expenses that will reduce a client’s return. Investors should consider the investment objectives, risks, charges and expenses of the funds carefully before investing. Investment policies, management fees and other information can be found in the individual ETF’s prospectus. As important as YoY comparisons can be, they really aren’t enough to gauge a long-term investment plan.

Knowing this information can lead to significant cost savings by shutting down operations in the off-season. Investors often put great emphasis on a company’s YOY growth when deciding whether to invest in that company because it is one of the clearest measures of a company’s performance over time. The year-over-year format is a crucial tool to evaluate the direction in which a company’s financial performance is trending. For instance, rather than use the raw numbers to show how much a company’s net profit has increased between Q and Q1 2020, a year over year percentage change is expressed by saying that profit has increased by 18%. Year-Over-Year is a way of looking at multiple annualized sets of a company’s financial data from separate years to see how that data has changed. To calculate YOY growth, start with your current year or period’s revenue and subtract the previous year’s.

Year to date (YTD) considers changes that atfx trading platform are relative to the beginning of the year. By comparing data from one year to the next, analysts can identify trends and patterns that might otherwise go unseen. This can be helpful in certain industries that see regular change, such as technology. You often need to instead calculate YoY for various periods for trends in the data to become more apparent.

YOY and YTD: Understanding the Relationship

Alternatively, a negative YOY growth rate may suggest market issues, for example, increasing competition, or the need to rethink business growth plans. Analyzing these trends enables businesses to pivot or strengthen their strategies to capitalize on market opportunities and mitigate potential dangers. In this section, we explore how understanding the YOY meaning enhances our analysis of key financial metrics like COGS, revenue, and EBITDA. This informs companies on how their business is operating and if changes need to be made. It informs investors if their portfolio needs adjustment and analysts use it to describe the financial health of a company and make future predictions.

And YoY data allows you to track performance in a way that shows clear comparisons. “Comparing year over year data is a way to make an ‘apples to apples’ comparison,” says Rob Cavallaro, chief investment officer at digital wealth-management platform RobustWealth. YoY is a standard way to look at increases or decreases in specific funds or investments, the stock market, company revenues and inflation. “Year over year,” or YoY, refers to the process of comparing data from one year to data from the previous year. It’s a term you’ll hear frequently when considering investment returns because it allows you to look at changes in annual performance from one year to the next. Looking at a quarter’s financials compared to the same quarter a year earlier is very useful because it helps eliminate fluctuations in the numbers due to seasonality.

what is yoy mean

How confident are you in your long term financial plan?

The fascism of today is nestled between the digital oligarchy (Musk) and the hydrocarbon oligarchy (Putin). Trump has pledged himself to America’s own hydrocarbon oligarchs, thereby insuring climate disaster, suffering, immigration, and even more occasions for division. The season is expected to be warmer than normal across almost the entire southern half of the US and much of the East. This could mean some winter storms in parts of the East end up wetter, rather than snowier.

  1. In financial terms, YOY is a measurement metric used by investors, financial advisors, and business owners.
  2. This material has been presented for informational and educational purposes only.
  3. This level of analysis is essential to retaining a competitive advantage and safeguarding the long-term financial sustainability of the company.
  4. And last but not least, the year-over-year growth is a very easy metric to calculate, understand and use.

Users: WHO Benefits From Year-Over-Year Growth?

To turn this number into a percentage, you multiply it by 100, providing 22%. YoY’s most significant advantage is that it provides data about a company that considers the business’s varying performance throughout the year, known as seasonality. Compounding is the process in which an asset’s earning from either capital gains or interest are reinvested to generate additional earnings over time. It does not ensure positive performance, nor does it protect against loss. Acorns clients may not experience compound returns and investment results will vary based on market volatility and fluctuating prices.

Why do I need to compare one year to the next?

In financial analysis, the Year-Over-Year (YoY) growth compares a company’s performance in its most recent quarter or month to its numbers from the same quarter or month in the previous year. While YOY provides a more comprehensive view of long-term growth or decline by smoothing out seasonal variations, QOQ is especially useful for tracking the immediate effects of strategic decisions or market changes. However, it is essential to note that QOQ results How to buy emax crypto can be more volatile, requiring careful interpretation to distinguish between temporary fluctuations and long-term trends. You’ve probably encountered the term Year-Over-Year (YOY) in business or finance discussions. It’s a commonly used performance measurement tool that accurately compares various financial metrics.

Another issue with year-over-year calculations is that they can’t fully explain the details behind economic or business growth. Year-over-year measures reveal trends, but they don’t provide enough information to explain how to calculate volatility why these trends are occurring. For one, calculating YOY doesn’t require complex software or immense expertise, so it’s simple for a small business owner or investor to figure out (provided they have the correct data to calculate with).

Northern California is typically wetter during a La Niña winter, but the Climate Prediction Center’s forecast keeps the region near normal this season. La Niña had a hand in the extremely wet winter much of the state endured from December 2022 to February 2023 and during the wet winter before that. Parts of the Midwest, Plains and Rockies could end up with temperatures closer to normal this winter while cooler than normal conditions are expected from the Pacific Northwest to parts of the Dakotas.

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