Annual savings due to an energy efficiency project have a most likely value of $30,000. The high
estimate of $40,000 has a probability of 0.2, and the low estimate of $20,000 has a probability of 0.30.
What is the expected value for the annual savings?
The high estimate of "\\$40,000" has a probability of 0.2, and the low estimate of "\\$20,000" has a probability of 0.35.
Thus, the estimate of "\\$30,000" has a probability of;
"(1-0.2-0.3)=0.5" .
The expected value for the annual savings is the weighted average of the annual savings.
Hence, the expected value for the annual savings ;
"=0.5\u00d730000+0.2\u00d740000+0.3\u00d720000 = \\$29000"
"\\therefore" the expected value for the annual savings is "\\$29000" .
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