How To Earn $500 A Month From American Express Stock Ahead Of Q3 Earnings

American Express Co. is set to announce its third-quarter earnings before the market opens on Friday, October 23. Analysts predict the company will report earnings of $4.50 per share for the quarter, which marks an increase from the $4.14 per share reported during the same quarter last year. Additionally, the consensus estimate for American Express's revenue stands at $20.12 billion, an increase from last year's revenue of $18.43 billion, as noted by Benzinga Pro.

On October 12, JP Morgan analyst Richard Shane reaffirmed an Overweight rating for American Express but adjusted the price target down from $400 to $360. Meanwhile, Morgan Stanley analyst Betsy Graseck maintained an Equal-Weight rating while slightly lowering the price target from $382 to $380.

In light of the recent attention surrounding American Express, many investors are also considering the potential of earning income through the company's dividends. Currently, American Express offers an annual dividend yield of 1.17%, translating to a quarterly dividend payment of 95 cents per share, or $3.80 annually.

Investors looking to generate a monthly income of $500 from dividends would need to invest approximately $510,980, which amounts to around 1,579 shares of American Express stock. For those aiming for a more modest monthly income of $100, an investment of about $102,261—equivalent to approximately 316 shares—would be required.

The calculation for determining the number of shares needed is straightforward: divide the desired annual income by the annual dividend amount. For example, to achieve an annual income of $6,000, the calculation would be $6,000 divided by $3.80, resulting in the need for 1,579 shares. For an annual income of $1,200, the calculation would be $1,200 divided by $3.80, which equals 316 shares.

It is important to note that dividend yields can fluctuate over time, influenced by changes in both the dividend payment and the stock price. The dividend yield is calculated by dividing the annual dividend payment by the stock's current market price. For instance, if a stock pays an annual dividend of $2 and is priced at $50, the yield would be 4% ($2/$50). However, if the stock price rises to $60, the yield would decrease to 3.33% ($2/$60). Conversely, if the stock price falls to $40, the yield would increase to 5% ($2/$40).

Additionally, any changes to the dividend payment itself can impact the yield. An increase in the dividend, assuming the stock price remains constant, would result in a higher yield. Conversely, if the dividend payment is reduced, the yield would also decline.