How Much Would It Take To Earn $100 A Month From AbbVie Stock

ABBVIE (NYSE: ABBV), a biopathic product company, works in research and development, manufacturing, marketing, and selling medicines and treatments around the world.

Q1 2025 profits will be on April 25, before opening the market. The Wall Street analysts expect that the company will publish the share profitability of $ 2.51, up from $ 2.31 in the previous year period. According to Benzinga Pro data, quarterly revenues are expected to be $ 12.91 billion, an increase of $ 12.31 billion in the previous year.

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The ABBVIE shares, which is 52 weeks long, was $ 153.58 to 218.66 dollars.

ABBVIE’s profit returns is 3.86 %. It paid $ 6.56 per share in stock profits over the past 12 months.

On January 31, the company announced its profits Q4 2024, and the profitability of the modified arrow of $ 2.16, overcoming the view of the street of $ 2.11, as mentioned in Benzersa. The quarterly sales amounted to 15.102 billion dollars, which exceeded the estimation of the consensus of the analyst of 14.827 billion dollars.

ABBVIE is fully witnessed by the profitability of the modified stock in 2025 in the range of $ 12.12 to $ 12.32, compared to the width of the street of $ 12.18. The company reaffirmed its expectations for the high annual income growth rate one compound until 2029.

Check this article by Banznza for 13 analyzes on ABBVIE.

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If you want to get $ 100 per month – $ 1,200 annually – from ABBVIE profits, your investment value should be about $ 31.088, which is about 183 shares at $ 170.16 each.

Understanding profit return accounts: When offering an estimate, you need two main variables – the required annual income (1200 dollars) and the profit return (3.86 % in this case). Therefore, 1200 dollars / 0.0386 = 31,088 dollars to create an income of $ 100 per month.

You can calculate the profit return by dividing the annual profit payments on the current price of the share.

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The profit return can change over time. This is the result of the fluctuation of stock prices and profit payments on the basis of rotation.