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nikitadnepr [17]
3 years ago
15

to decide how much an insurance policy should cost a customer, underwriters use ________, such as historical industry trends and

loan characteristics, to predict risk levels.
Business
1 answer:
GenaCL600 [577]3 years ago
3 0

To decide how much an insurance policy should cost a customer, underwriters use: Data analytics.

Data analytics can be defined as the systematic computational collection, modelling and analysis of raw data, in order to discover trends, patterns, and draw conclusions about the information that are contained in the data.

An insurance policy can be defined as a contractual agreement between an insurer and an insured (policyholder), in which the claims, terms and conditions binding on both parties are listed in details.

Thus, it is a contract in which an insurer indemnifies an insured (policyholder) against losses in the event of certain dangers or problems.

Underwriting refers to a process through which an insurer determines the risks of insuring a customer and establishing the required cost (price).

Basically, underwriters use data analytics to predict risk levels and determine how much an insurance policy should cost a particular customer. Some examples of the data used by underwriters are:

  • Loan characteristics.
  • Historical industry trends.

Read more: brainly.com/question/1790872

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Ginny and Eric are partners at an architecture firm. They are trying to determine which of them has a comparative advantage in b
blondinia [14]

Answer: (i) $20 per model

(ii) $27 per model

(iii) Ginny has a comparative advantage in building models.

Explanation:

A country or a firm has a comparative advantage in producing a commodity if the opportunity cost of producing that commodity in terms of other commodities is lower than the other country or firm.

Opportunity cost is the benefit that is foregone for an individual by choosing one alternative over other alternatives available to him.

If the opportunity cost is lower for an individual then this will benefit him whereas if the opportunity cost is higher then this will not benefit the individuals.

Therefore,

Ginny's Opportunity cost of producing one model = \frac{400}{20}

                                                                                      = $20 per model

Eric’s opportunity cost of building models = $20 + 35% of $20

                                                                      = $20 + $7

                                                                      = $27 per model

Hence, Ginny has a comparative advantage in building models because Ginny's opportunity cost of building model is lower than Eric's opportunity cost.

5 0
3 years ago
Select all that apply.
katrin [286]
The answer is memos, emails, and research papers.
7 0
3 years ago
The painter contracts to paint the exterior of the home for $1,750 plus the cost of paint and any other necessary materials. Abo
yawa3891 [41]

Answer:

substantial performance.

Explanation:

From the question we are informed about painter which contracts to paint the exterior of the home for $1,750 plus the cost of paint and any other necessary materials. About three-fourths of the way through the job, the contractor breaks his leg and can't finish. The owner offers to pay the contract price less deductions for the cost of having the job completed by another painter, and the original painter accepts the offer. In this case, the contract has been discharged under the principle of substantial performance.

Substantial performance can be regarded as a term that is been

used as regards contract law, it is a principle that can be explained as

degree of performance of a contract that is not regarded as complete or full performance, but regarded as nearly equivalent which will be considered to be unfair if the contractor is denied the agreed payment in the contract.

8 0
3 years ago
Consider the following probability distribution for stocks A and B: State Probability Return on Stock A Return on Stock B 1 0.10
Elina [12.6K]

Answer:

<em>The expected rates of return of stocks A and B:</em>

E(RA) = 0.1*((13%) + 0.2*(12%) + 0.3*(14%) + 0.2*(15%)

E(RA) = 13.2%

E(RB) = 0.1*(8%) + 0.2*(7%) + 0.2*(6%) + 0.3*(9%) + 0.2*(8%)

E(RB) = 7.7%

<em>The standard deviation of stocks A and B are:</em>

Var(RA) = [0.1*(10%-13.2%)2^ + 0.2*(13%-13.2%)^2 + 0.2*(12%-13.2%)^2 + 0.3*(14%-13.2%)^2 + 0.2*(15%-13.2%)^2]^1/2

Var(RA) = 1.5%

Var(RB) = [0.1*(8%-7.7%)^2 + 0.2*(7%-7.7%)^2 + 0.2*(6%-7.7%)^2 + 0.3(9%-7.7%)^2 + 0.2*(8%-7.7%)^2]^1/2

Var(RB) = 1.1%

5 0
3 years ago
"the law of demand does not work all the time. for example, think about the demand for luxury cars (e.g. bmw, porshe, etc): dema
asambeis [7]
The statement above is TRUE. This is because luxury cars are superior goods.
Superior goods refers to those goods whose consumption increases as their prices increases, that is, the higher the price, the higher the quantity demanded. This type of goods are usually scarce and and they have high prices. A good example of superior good is luxury car.

3 0
3 years ago
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