Last year, Rec Room Sports reported earnings per share of $8.00 when its stock price was $160.00. This year, its earnings increased by 20 percent. If the P/E ratio remains constant, what is likely to be the price of the stock?

What is the expected price of this stock one year from now on these financial accounting question?

General finance

Apple Inc. (AAPL) is expected to pay a dividend of $1.59 at the end of the year. AAPL’s dividend payout ratio and return on equity (ROE) are 41.27% and 6.86%, respectively. Other things held constant, what would AAPL’s stock price be if the required rate of return is 6.47%? A. $93.14 B. $84.97 C. $72.26 D. $65.13

Last year,rec room sports reported earnings per share this question solution

What is the current price of the stock on these financial accounting question?

Fester Industries’ common stock is currently selling for $30.00 per share. Next year’s dividend (D1) is expected to be $1.26. If the required return on Fester’s common stock is 9.20%, what was the most recent dividend that Fester paid (D0)?

Financial analysts forecast Safeco Corp's (SAF) growth rate for the future to be 8 percent. Safeco's recent dividend was $1.85. What is the value of Safeco stock when the required return is 10 percent? (Round your answer to 2 decimal places.) Value of stock

A stock is selling today for $75 per share. At the end of the year, it pays a dividend of $6 per share and sells for $87. A. What is the total rate of return on the stock? B. What are the dividend yield and percentage capital gain? C. Now suppose the year-end stock price after the dividend is paid is $72. What are the dividend yield and percentage capital gain in this case?

ALPHO Inc. has paid annual dividends of $1.25 and $1.62, over the past two years. Dividends in the future are expected to be $2.00 and $2.45 over the next two years, then grow at a constant rate of 4%. Which one of the following formulas should be used to compute the value of the stock today? P0= D1/(1+k)1+ D2/(1+k)2 + ... + Dn/(1+k)n + Pn/(1+k)n P0= D/k P0= D1/(1+k)n+ g P0= D1/(k-g)