The following payoff table provides profits based on various possible decision alternatives and various levels of demand at Amber$$ Gardner's software firm.

$$

Demand

Decision

Low

High

Alternative $1$

$ $12$ comma $000$

$ $24$ comma $000$

Alternative $2$

$ $6$ comma $000$

$ $42$ comma $000$

Alternative $3$

negative $ $2$ comma $000$

$ $50$ comma $000$

The probability of low demand is $0\mathrm{.}35,$ whereas the probability of high demand is $0\mathrm{.}65.$

Part $2$

$$a$)$ The alternative that provides Gardner the highest possible expected monetary value $($EMVLOADING$...)$ is

Alternative $3.$

Part $3$

The EMV for this decision is $$$

$$

$31800.($Enter your answer as a whole$$ number.$)$

Part $4$

$$b$)$ The expected value with perfect information $($EVwPILOADING$...)=$$

$$

negative $17400.($Enter your answer as a whole$$ number.$)$

Part $5$

$$c$)$ The expected value of perfect information $($EVPILOADING$...)$ for Gardner$=$$

$$

enter your response here. $($Enter your answer as a whole$$ number.$)$