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• ESPP Taxes Explainer | Charles Schwab

  ESPP taxes don't have to be overly complicated — learn how employee stock purchase plans are taxed and what documents you need to file in the U.S.

• IRA Tax Rules to Know and Understand | Charles Schwab

  IRAs may offer tax benefits, but breaking the rules can have consequences. Learn some common IRA tax pitfalls involving contributions, withdrawals, and more.

• Saving for College: Custodial Accounts | Charles Schwab

  Custodial accounts may not offer the tax benefits of 529 plans, but they can be used for expenses that 529 plans don't cover. Learn the benefits and drawbacks.

• Do You Have Enough for Retirement? | Charles Schwab

  Many retirees risk outliving their retirement savings. Learn how to plan for your retirement income needs to ensure you won't outlive your savings.

• Saving for Retirement: IRAs, 401(k)s, and More | Charles Schwab

  We break down which retirement accounts—IRAs or 401(k)s— may be right for you.

• What is Alternative Minimum Tax (AMT) and How Does It Work | Charles Schwab

  Alternative minimum tax (AMT) applies only to some taxpayers. What is the AMT and how does it work? Learn who might be affected by the AMT and what triggers it.

• Trading in Cash Accounts: Avoid These Violations | Charles Schwab

  Understanding the timing for setting transactions is important when trading with cash so that traders aren't hit with account restrictions.

• How to Include Pets in Estate Planning | Charles Schwab | Charles Schwab

  Many people overlook in their estate plans some of the most beloved members of the family: pets. Here's what to consider so that your animal companions enjoy the life they're accustomed to after you're gone.

• Meet the Options Greeks | Charles Schwab

  Meet some of the most important greeks—delta, gamma, theta, vega, and rho—and see how they can be used in your options trading.

• 3 Hedging Strategies on thinkorswim® | Charles Schwab

  Discover hedging strategies you can use when managing your portfolio (delta, capital requirements, and return on capital) and why these concepts matter.