Problem #3 [8 points] We (simplistically) describe a basketball player's value in terms of the following statistics: Stephen Curry (xl) 33.6 Minutes played per game Points scored per game Rebounds per game Assists per game Steals per game Fouls per game Turnovers per game 30.6 4.8 6.8 1.22 2.11 3.00 James Harden (x2) 36.7 27.0 4.7 11.3 1.0 1.67 3.83 Treating the statistics for each player (xl and x2) as a feature vector, what is the distance between them, measured in terms of (a) L1 distance, (b) L2 distance, (c) L10 distance, (d) L100 distance? (2) If a constant vector v = [5 5 2 2 0.5 0.1 1]" is added to both x1 and x2, which (if any) of L1, L2, L10, or L100 will change? (f) If x1 and x2 are multiplied by a constant k, which (if any) of L1, L2, or L10 will change