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Determine which of the three conditions for a metric are satisfied in the following case(there may be no, one, or several correct answers): =intersections in

Determine which of the three conditions for a metric are satisfied in the following case(there may be no, one, or several correct answers): =intersections in a town with one-way streetsX=intersections in a town with one-way streets, (,)=number of blocks to drive from to d(x,y)=number of blocks to drive from x to y.image text in transcribed

(156 ) Question 2 3 pts Determine which of the three conditions for a metric are satisfied in the following case (there may be no, one, or several correct answers): X = people ,d(x, y) = |BY: - BY,), where BY, is the birth year of the person x. This d(x, y) is positive definite (condition (i) is satisfied). This d(x, y) is symmetric (condition (ii) is satisfied). This d(x, y) satisfies Triangle Inequality (condition (iii) is satisfied). D Question 3 3 pts Determine which of the three conditions for a metric are satisfied in the following case(there may be no, one, or several correct answers): X = intersections in a town with one-way streets, d(x, y) = number of blocks to drive from x to y. This d(x, y) is positive definite (condition () is satisfied). This d(x, y) is symmetric (condition (ii) is satisfied). This d(x, y) satisfies Triangle Inequality (condition (iii) is satisfied) 3 pts Question 4 MacBook Air (156 ) Question 2 3 pts Determine which of the three conditions for a metric are satisfied in the following case (there may be no, one, or several correct answers): X = people ,d(x, y) = |BY: - BY,), where BY, is the birth year of the person x. This d(x, y) is positive definite (condition (i) is satisfied). This d(x, y) is symmetric (condition (ii) is satisfied). This d(x, y) satisfies Triangle Inequality (condition (iii) is satisfied). D Question 3 3 pts Determine which of the three conditions for a metric are satisfied in the following case(there may be no, one, or several correct answers): X = intersections in a town with one-way streets, d(x, y) = number of blocks to drive from x to y. This d(x, y) is positive definite (condition () is satisfied). This d(x, y) is symmetric (condition (ii) is satisfied). This d(x, y) satisfies Triangle Inequality (condition (iii) is satisfied) 3 pts Question 4 MacBook Air

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