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Ellis Company owns a small office building worth $400,000. Cameron is the risk manager. Ellis faces the risk of fire which would damage their building.

Ellis Company owns a small office building worth $400,000. Cameron is the risk manager.

Ellis faces the risk of fire which would damage their building. The probability of a fire is

known to be 5%. If a fire occurs, there is a 25% chance of a full loss and a 75% chance of a

half loss ($200,000).

Cameron is considering the following risk management options to address the risk of fire to

their building:

a. Retention

b. Full Insurance for a premium of $15,000.

c. Partial Insurance with a premium of $12,000, a deductible of $2,000, and a face value of

$300,000.

d. Partial Insurance with a premium of $13,000, a deductible of $2,000, a coinsurance of

80/20, and an OOP max of $20,000.

Construct a loss matrix[4 points]

1

Ellis Company owns a small office building worth $400,000. Cameron is the risk manager.

Ellis faces the risk of fire which would damage their building. The probability of a fire is

known to be 5%. If a fire occurs, there is a 25% chance of a full loss and a 75% chance of a

half loss ($200,000).

Cameron is considering the following risk management options to address the risk of fire to

their building:

a. Retention

b. Full Insurance for a premium of $15,000.

c. Partial Insurance with a premium of $12,000, a deductible of $2,000, and a face value of

$300,000.

d. Partial Insurance with a premium of $13,000, a deductible of $2,000, a coinsurance of

80/20, and an OOP max of $20,000.

What is the expected loss for each option?[4 points]

What is the actuarially fair premium (AFP) in this case?[2 points]

2

Ellis Company owns a small office building worth $400,000. Cameron is the risk manager.

Ellis faces the risk of fire which would damage their building. The probability of a fire is

known to be 5%. If a fire occurs, there is a 25% chance of a full loss and a 75% chance of a

half loss ($200,000).

Cameron is considering the following risk management options to address the risk of fire to

their building:

a. Retention

b. Full Insurance for a premium of $15,000.

c. Partial Insurance with a premium of $12,000, a deductible of $2,000, and a coverage

limit of $300,000.

d. Partial Insurance with a premium of $13,000, a deductible of $2,000, a coinsurance of

80/20, and an OOP max of $20,000.

What worry value would make full insurance (

WV

F I

) preferable to partial insurance

with a coverage limit (

WV

IC

)? [2 points]

What worry value would make full insurance (

WV

F I

) preferable to partial insurance

with an OOP max (

WV

IO

)? [2 points]

What worry values would make retention (

WV

R

) preferable to partial insurance with an

OOP max (

WV

IO

)? [2 points]

3

Ellis Company owns a small office building worth $400,000. Cameron is the risk manager.

Ellis faces the risk of fire which would damage their building. The probability of a fire is

known to be 5%. If a fire occurs, there is a 25% chance of a full loss and a 75% chance of a

half loss ($200,000).

Cameron is considering the following risk management options to address the risk of fire to

their building:

a. Retention

b. Full Insurance for a premium of $15,000.

c. Partial Insurance with a premium of $12,000, a deductible of $2,000, and a face value of

$300,000.

d. Partial Insurance with a premium of $13,000, a deductible of $2,000, a coinsurance of

80/20, and an OOP max of $20,000.

Assume Camerons worry value for retention (

WV

R

) is $2,000, his worry value for insurance

with a coverage limit (

WV

IC

) is $1,000, and his worry value for insurance with an OOP max

(

WV

IO

) is $500.

If Cameron decides to minimize TOTAL COST, what risk management option does he

choose? [1 point]

What is Camerons PMAX for full insurance? [2 points]

During a meeting, the Chief Risk Officer (CRO) told Cameron that the most he would

pay for full insurance is $18,000. What is the CROs

WV

R

? [2 points]

Who is more risk averse, the CRO or Cameron? [2 points]

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