2. Dorian the Dragonslayer is on the hunt for a ravenous dragon. He does not know...

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2. Dorian the Dragonslayer is on the hunt for a ravenous dragon. He does not know exactly where the dragon's lair is, but based on recent sightings, Dorian has found that the likelihood of the lair being at a location is given by 1 f(x,y)=-'+2x° – 3x– y² +13 3 (a) Find all of the critical points of the likelihood function, f, and classify them. (b) If the edge of the forest is described by (x - 1) +y = 9. Where is (are) the most likely location(s) of the lair in the forest? 2. Dorian the Dragonslayer is on the hunt for a ravenous dragon. He does not know exactly where the dragon's lair is, but based on recent sightings, Dorian has found that the likelihood of the lair being at a location is given by 1 f(x,y)=-'+2x° – 3x– y² +13 3 (a) Find all of the critical points of the likelihood function, f, and classify them. (b) If the edge of the forest is described by (x - 1) +y = 9. Where is (are) the most likely location(s) of the lair in the forest?

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a f xy x33 2x2 3x y2 13 Assume f is continous and has partial derivative i find critical point ii if ... View the full answer