Question: Linear Algebra and Vectors 4. Matchmaker. You've decided to run an online dating service. You ask a number of your customers to rate a variety

Linear Algebra and Vectors

Linear Algebra and Vectors 4. Matchmaker. You've

4. Matchmaker. You've decided to run an online dating service. You ask a number of your customers to rate a variety of things on a scale of -5 (HATE!) to 5 (LOVE!), with O being utter indifference. Your job is to find Alex the perfect date. Here's the data you get: Category Beaches Princeton Flip Flops Cheetos Rick and Morty Alex 2 5 3 - -3 5 Blake Charlie Drew Elliott | 5 3 -5 -1 5 5 5 -5 2 2 -5 -2 2 -2 1 5 0 4 -2 -4 (a) You decide the best way to match people up is to find people with similar interests. Who is the best match for Alex? How similar are they? (b) Wow, that date was a total disaster. You decide a new strategy: opposites attract. Now who is the best match for Alex? To what extent are they opposite? (c) Which of these five people is the worst? (Hint: It's Elliott)

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