2. Consider a solution that uses a depih-first strategy for a problem with a branching factor of 2. Assume that the branches, $B /$ and $B 2$ , have an associated cost of development $C I$ and $C 2$ , respectively. Suppose that it is known that the probability that the problem will be solved through $B I$ is $p$ , and the probability that the problem will be solved uthough $B 2$ is $(I - p)$ . Give a criterion to be used in deciding on the order of trying the branches.

Question

2. Consider a solution that uses a depih-first strategy for a problem with a branching factor of 2. Assume that the branches,

B /

and

B 2

, have an associated cost of development

C I

and

C 2

, respectively. Suppose that it is known that the probability that the problem will be solved through

B I

is

p

, and the probability that the problem will be solved uthough

B 2

is

(I - p)

. Give a criterion to be used in deciding on the order of trying the branches.

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