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Murphy's, Incorporated, has 32,650 shares of stock outstanding with a par value of $1 per share. The market value is $14 per share. The balance sheet shows $89,250 in the capital in excess of par account, $32,650 in the common stock account, and $161,950 in the retained earnings account. The firm just announced a stock dividend of 12 percent. What will the market price per share be after the dividend?

Question

Murphy's, Incorporated, has 32,650 shares of stock outstanding with a par value of 1pershare.Themarketvalueis1 per share. The market value is 14 per share. The balance sheet shows 89,250inthecapitalinexcessofparaccount,89,250 in the capital in excess of par account, 32,650 in the common stock account, and $161,950 in the retained earnings account. The firm just announced a stock dividend of 12 percent. What will the market price per share be after the dividend?

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Solution 1

To calculate the market price per share after the dividend, we need to follow these steps:

  1. Calculate the number of shares to be issued as a dividend: 32,650 shares * 12% = 3,918 shares.

  2. Calculate the total value of the dividend: 3,918 shares * 14pershare=14 per share = 54,852.

  3. Subtract the total value of the dividend from the total equity: 89,250(capitalinexcessofpar)+89,250 (capital in excess of par) + 32,650 (common stock) + 161,950(retainedearnings)161,950 (retained earnings) - 54,852 (dividend) = $228,998.

  4. Calculate the new total number of shares: 32,650 shares + 3,918 shares = 36,568 shares.

  5. Calculate the new market price per share: 228,998/36,568shares=228,998 / 36,568 shares = 6.27 per share.

So, the market price per share after the dividend will be $6.27.

This problem has been solved

Solution 2

To calculate the market price per share after the dividend, we need to follow these steps:

  1. Calculate the number of shares to be issued as a dividend: 32,650 shares * 12% = 3,918 shares.

  2. Calculate the total value of the dividend: 3,918 shares * 14pershare=14 per share = 54,852.

  3. Subtract the total value of the dividend from the total equity: 89,250(capitalinexcessofpar)+89,250 (capital in excess of par) + 32,650 (common stock) + 161,950(retainedearnings)161,950 (retained earnings) - 54,852 (dividend) = $228,998.

  4. Calculate the new total number of shares: 32,650 shares + 3,918 shares = 36,568 shares.

  5. Calculate the new market price per share: 228,998/36,568shares=approximately228,998 / 36,568 shares = approximately 6.27 per share.

So, the market price per share after the dividend will be approximately $6.27.

This problem has been solved

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