His work has been cited by CNBC, the Washington Post, The New York Times and more. Given all the global uncertainty, Adam recommends investing it in smaller chunks periodically -- e.g., every month for a given period https://www.investopedia.com/insights/what-is-money/ of time -- rather than all at once. And check to see that you have at least some exposure to bonds. While inflation has resulted in the worst quarterly return in high-quality bonds in 40 years, don't count them out.
Before deciding which investment vehicles are appropriate for you, it'll help if you know what they are, how they work, and why they may be a good fit for your needs. If you invest in a dividend-paying stock, for example, you might consider taking advantage of the potential power of compounding by choosing to reinvest the dividends. In 2018, I was winding down a stint in investor relations and found myself newly equipped with a CPA, added insight on how investors behave in markets, and a load of free time. My job routinely required extended work hours, complex assignments, and tight deadlines. Seeking to maintain my momentum, I wanted to chase something ambitious.
This material has been distributed for informational and educational purposes only, and is not intended as investment, legal, accounting, or tax advice. This is when you spread out stock purchases over set intervals, instead of buying in one lump sum. Don't think of investing as a gamble with your hard-earned money. The best way to do so is by diversifying your portfolio with assets of different levels of risks and sectors.
The basic concept of hedging is to offset a possible loss in one security by simultaneously investing in another security that is likely to move in the opposite direction. CDs are considered one of the safest options for saving and investing. The longer the term of the CD, the higher the interest rate typically will be. Hedge your investments with a https://postheaven.net/saaseyjdza/the-key-to-the-capitalistsandrsquo-profits-lies-in-the-ability-of-the-workers-to certificate of deposit account.
It’s why workplace plans like a 401k work; the contributions come from automatic payroll deductions. Using a robo-advisor can be a good move for beginner investors. They allow you to quickly manage your wallstreethack.com investments without consulting a financial advisor. You can also choose to buy individual stocks of a particular company. However, hand-picking stocks takes a great deal of time, effort and money.
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"
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