help with the last question! it said a. was wrong!

Claudia Pragram Technologies, Inc, has narrowed its choice of outsourcing provider to two firms located in different countries. Pragram wants to decide which one of the two countries is the better choice, based on risk-avoidance criteria, She has polled her executives and established four criteria. The resulting ratings for the two countries are presented in the table below, where 1 is a lower risk and 4 is a higher risk. Assume that the executives have determined four criteria weightings. Price, with a weight of 0.1 . Nearness, with 0.6 ; Technology, with 0.2 ; and History. with 0,1 a) Using the weighted factor-rating method, which country wouid you select? In the following table, compute the total weighted score for each candidate (enter your responses rounded to one decimal place) Based on a comparison of woighted risk scores, Claudia Pragram should choose as the best country for outsourcing b) Double each of the weights used in part (a) (to 0.20,120,0.40, and 0.20 , respectively) If each weight is doubled, Claudia Pragram should choose as the best country for outsourcing. What effect does doubling the woights have on your answer? A. The conclusion does not change but the weighted averages change. a) Using the weighted factor-rating method, which country would you select? In the following table, compute the total weighted score for each candidate (enter your responses rounded to one decimal place). Based on a comparison of weightd risk scores, Claudia Pragram should choose as the best country for outsourcing. b) Double each of the weights used in part (a) (to 0.20,1.20,0.40, and 0.20 , respectively). If each weight is doubled. Claudia Pragram should choose as the best country for outsourcing. What effect does doubling the weights have on your answer? A. The conclusion does not change but the weighted averages change. B. The conclusion changes but the weighted averages do not change at all. C. The conclusion changes since the weighted averages change. D. The conclusion does not change since the weighted averages do not change at all