#expected-utility

Timed test

1 question · 1 min · score and explanations at the end

Q 1 / 1Score 0 / 0

Shuffle questions

You choose a side of the river to fish on. The utility $U(s, a)$ of fishing on side $a$ when the school of fish is on side $s$ is:

	fish left	fish right
school left	$+2$	$-3$
school right	$-2$	$+1$

The expected utility of an action is $\sum_s U(s, a)\,P(s)$ . At what probability $P(\text{school left})$ are the two actions equally good?

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