A company is considering two insurance plans with coverage and premiums shown in the table. (For example, this means that $50 buys one unit of plan A, consisting of $10,000 fire and theft insurance Fire/Theft and $180,000 of liability insurance.) Answer parts a and b. Policy A Policy B $15,000 $10,000 Liability $180,000 $120,000 Premium $50 $40 .... a. The company needs at least $450,000 fire and theft insurance and at least $6,000,000 liability from these plans. How many units should be purchased from each plan to minimize the cost of the premiums? What is the minimum premium? The company should purchase units of Policy A and units of Policy B, for a premium of $

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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A company is considering two insurance plans with coverage and premiums shown in the table. (For
example, this means that $50 buys one unit of plan A, consisting of $10,000 fire and theft insurance Fire/Theft
and $180,000 of liability insurance.) Answer parts a and b.
Policy A
Policy B
$10,000
$15,000
Liability
$180,000
$120,000
Premium
$50
$40
.....
a. The company needs at least $450,000 fire and theft insurance and at least $6,000,000 liability from these plans. How many units should be purchased from each
plan to minimize
the cost of the premiums? What is the minimum premium?
The company should purchase
units of Policy A and
units of Policy B, for a premium of $
Transcribed Image Text:A company is considering two insurance plans with coverage and premiums shown in the table. (For example, this means that $50 buys one unit of plan A, consisting of $10,000 fire and theft insurance Fire/Theft and $180,000 of liability insurance.) Answer parts a and b. Policy A Policy B $10,000 $15,000 Liability $180,000 $120,000 Premium $50 $40 ..... a. The company needs at least $450,000 fire and theft insurance and at least $6,000,000 liability from these plans. How many units should be purchased from each plan to minimize the cost of the premiums? What is the minimum premium? The company should purchase units of Policy A and units of Policy B, for a premium of $
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