A stock is estimated to have a covariance with the market of 0.45. For the coming period, the market expected return is 10%, the market variance is 0.60 and the market risk-premium is 5%. If the stock is currently trading at RM2.00, use to CAPM to calculate the future price of the stock at the end of the period. 

Expected Return = Risk-free Rate + Beta*(Market Risk Premium)

In this case, we can use the given information to calculate the future price of the stock at the end of the period using CAPM:

Expected Return = 5% + 0.45 (5%) = 7.25%
Future Price = 2.00 * (1+0.0725)^1 = RM2.15

Therefore, based on the above calculation, we can conclude that with an expected return rate of 7.25%, at the end of period, our hypothetical stock should be trading at around RM2.15 per share if it has a covariance with market portfolio with 0.45 and if other assumptions remain valid during this period like expected market return is 10%, variance 0f60% & risk premium being 5%.