How To Invest In Bitcoin In 2022? Hodl Calc + Profit Simulator

You can almost always find these on your online banking account or on your paper checks. In fact, as of January 2022, there are more than 8,000 cryptocurrencies in existence — and more are being minted as we speak. Different investments can serve very different purposes within the crypto world. Where the former has a purely monetary, transactional value, the latter can be linked to securities and utilities, such as shares, services and preferential treatment. In short, while cryptocurrency can present some interesting opportunities, investing in this kind of digital asset should not be viewed as a get-rich-quick scheme. Some cryptocurrencies can be used like money to purchase goods.

  • If you can’t afford a hardware wallet, try a paper wallet.
  • Buy a little at a time on a regular basis so you can gradually increase the amount of stocks and bitcoin you own.
  • Hachicha and Hachicha proved the efficiency of Markov Chain for our sample and the convergence and stability for all parameters to a certain level.
  • They trade over-the-counter and behave like closed-end funds.
  • Crypto values fluctuate by the hour, and this can be especially true for lesser-known coins.

Please note that not all of the investments and services mentioned are available in every state. We believe cryptocurrencies are highly speculative and don't offer a way to purchase or hold cryptocurrencies or future contracts on cryptocurrencies. The other limitation is that as mining becomes more difficult and the network becomes more congested, the amount of computing power needed is amplified.

Investing puts your money to work for you in the hopes of growing your wealth. If the company performs well, you may generate a profit from its sucess. Buy and sell, send some to friends and family, or transfer your funds to another digital wallet on the blockchain. Take control of your bitcoin investment everywhere you go through the Coinbase mobile app.

Rather than pairing you with anonymous online buyers from anywhere in the world, certain sites give you the option of searching for sellers in your local area. If you choose to meet with these sellers in person, observe all of the normal precautions you would for meeting someone you met online — meet in a public location in the daytime and, if possible, don't show up alone. See our article on the subject for more information.Localbitcoins.com is one of the most prominent local bitcoin marketplaces online. The site allows you to search for buyers in over 6,000 cities and 200 countries, including the US. Once you know how to enter the market, it's just as crucial to know how to exit it.

Investing Tools

The easiest way to invest is simply to buy and hold certain assets that you think are strong, such as Bitcoin or Ethereum. Coinmarketcap is one site that can show you various crypto assets and information about each, as well as their relative size. There’s nothing wrong with keeping it simple and simply buying Bitcoin, or Bitcoin and Ethereum, the two most popular. Given how Bitcoin is deflationary in nature, and not controlled by governmental entities and other centralized bodies, the digital asset has become more attractive as an alternative investment. While we have historically – throughout market highs and lows – remained bullish on Bitcoin and selected altcoins, the global economic situation today has made crypto assets even more attractive. Nearly 70% of the USD money supply was printed in 2020 alone, and the inflation that accompanies such mass printing is realized https://mylesykfi.bloggersdelight.dk/2022/06/03/crypto-trading-designs-themes-templates-and-downloadable-graphic-elements-on-dribbble/ by few.

If not done right, it could eat into your profits or get you charged with tax evasion. Even if a demonstrably superior cryptocurrency to Bitcoin came around , that superior cryptocurrency would still find it nearly impossible to catch up with Bitcoin’s security lead in terms of hash rate. The fact that Bitcoin came first, is something that can’t be replicated unless the community around it somehow stumbles very badly and allows other cryptocurrencies to catch up.

The process is largely the same as setting up a typical brokerage account. An important thing to note when creating a cryptocurrency exchange account is to use safe Internet practices. This includes two-factor authentication and a long, unique password that includes a variety of lowercase letters, capitalized letters, special characters, and numbers. Private keys should be kept secret—criminals may attempt to steal them if they learn of large holdings. Be aware that anyone can see the balance of a public address you use.

The trader then rotely follows the rule so that a relatively small decline doesn’t become a crushing loss later. Risk management for a long-term investor might simply be never selling, regardless of the price. The long-term mentality allows the investor to stick with the position. Volatility is a game for high-powered Wall Street traders, each of whom is trying to outgun other deep-pocketed investors. He oversees editorial coverage of banking, investing, the economy and all things money. The investment products offered at Schwab provide an element of regulation and consumer protections that spot trading lacks.

Canadian Bitcoin Exchange

For beginners who want to get started trading crypto, however, the best advice is to start small and only use money that you can afford to lose. Cryptocurrency is a virtual currency secured through one-way cryptography. It appears on a distributed ledger called a blockchain that's transparent and shared among all users in a permanent and verifiable way that's nearly impossible to fake or hack into.

Records show that more than 15,000 businesses worldwide accept bitcoins, contributing to more than 10,000 bitcoin transactions happening in different locations per hour. With the original intent to become electronic cash, Bitcoin is slowly making its way into the mainstream. Be aware of the actual potential risks you may face upon investing in cryptos. There is another factor underpinning this speculative interest in cryptocurrency markets. We live in a society where monetary recompense has become increasingly disconnected from our labour. Freelancers in the gig economy work 16-hour days without benefits, while the 1% accrue ever vaster riches.

The amount is however sometimes set by the platform you use to buy Bitcoin. For instance, CoinDCX allows you to start your investment journey with INR 100. Stock can be purchased using the funds in your Cash App balance. If you don’t have enough funds available, the remaining amount will be debited from your linked debit card. Once the order is filled, you can review your investment under My Portfolio on the Investing tab. When you put money into something in order to get more money back, that’s investing.

You can quickly sign up for these exchanges and transfer money from your bank account to buy Bitcoins. Kuiper and Schwartz agree that cryptocurrency investments should constitute only a small portion of your portfolio — about 2%. Doing the necessary due diligence to sort through potentially thousands of various options is overwhelming. This research has practical implication for the investors who require high return.

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"