Question: Repeat Exercise 2 where m is the minimum value of f on S instead of the maximum value. Data Form Exercise 2 Given points in

Repeat Exercise 2 where m is the minimum value of f on S instead of the maximum value.

Data Form Exercise 2

Given points P 0 = [-] P = [2]. 1 1 , and p3 in R², let let S D conv {p₁; p₂; p₃}. For each linear functional f, find the maximum value m of f on the set S, and find all points x in S at which f(x) = m.

a. f (x₁, x₂) = x₁+ x₂

b. f (x₁, x₂) = x₁– x₂

c. f (x₁; x₂) = 2x₁+ x₂

P 0 = [-] P = [2]. 1 1 , and p3 = 1 [2]

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