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dusya [7]
3 years ago
15

A private pilot wishes to insure his airplane for ​$. The insurance company estimates that a total loss will occur with probabil

ity ​, a ​% loss with probability ​, and a ​% loss with probability. Ignoring all other partial​ losses, what premium should the insurance company charge each year to realize an average profit of ​$​?.
SAT
1 answer:
stealth61 [152]3 years ago
4 0

The premium that the insurance company should charge each year to realize an average profit of ​$​500 is $6,900.

First step is to calculated the expected amount to pay

Expected amount=Total loss  +50% loss+25% loss

Expected amount=$200,000(0.002)(1)+$200,000(0.01)(0.5)+$200,000(0.1)(0.25)

Expected amount=$400+$1,000+$5,000

Expected amount=$6,400

Second step is to calculate the premium

Premium=Expected amount+ Average profit

Premium=$6,400+$500

Premium=$6,900

Inconclusion the premium that the insurance company should charge each year to realize an average profit of ​$​500 is $6,900.

Learn more about insurance premium here:brainly.com/question/24441770

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Un camión traslada 12 vehículos. Algunos son autos y otros son camionetas. Cada auto tiene una masa de 2 toneladas y cada camion
bagirrra123 [75]

Encontrando y resolviendo un sistema de ecuaciones, veremos que hay 9 camionetas y 3 autos.

Sabemos que hay 12 vehículos en el camión.

Definamos:

  • a = número de autos
  • c = número de camionetas.

tal que a + c = 12

La masa total será:

a*2 ton + c*3 ton

Y sabemos que el camión lleva 33 toneladas, entonces tenemos:

a*2 ton + c*3 ton = 33 ton

Así encontramos el sistema de ecuaciones:

a + c = 12

a*2 ton + c*3 ton = 33 ton

Para resolverlo, primero aislamos una de las variables en una de las ecuaciones, aislemos a en la primera:

a = 12 - c

Ahora reemplazamos esto en la otra:

(12 - c)*2 ton + c*3 ton = 33 ton

24 ton + c*1 ton = 33 ton

c*1 ton = 9 ton.

c = 9

Es decir, hay 9 camionetas.

Entonces los 3 vehículos restantes son autos.

Hay 9 camionetas y 3 autos.

Sí quieres aprender más, puedes leer:

brainly.com/question/17174746

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Who settled in the caribbean in search of gold and riches to bring back for their country? spanish conquistador french fur trade
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"Spanish conquistadors settled in the Caribbean in search of gold and riches to bring back for their country."

"Spanish conquistadors were explorer-soldiers who settled in the Caribbean with the aim to amass wealth and fortune. Christopher Columbus arrived in the Caribbean in 1492 and claimed the area for Spain. Spanish settlements began to sprout in the region in the following years. The Caribbean’s importance also included its strategic location.

From the early 17th century, non-Hispanic traders and settlers also arrived and established permanent colonies and trading posts in the various Caribbean islands, particularly in areas where Spanish power was weak or absent."

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Explanation:

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The answer to your question has to false

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In the balmer-rydberg equation (given in the introduction), what value of m is used to determine the wavelengths of the balmer s
EastWind [94]

The value of m in the Balmer-Rydberg equation is equal to TWO (m= 2). It is part of the Balmer series.

<h3>What is the Balmer series?</h3>

The Balmer series is one of a group of series that describe the spectral line emissions of a hydrogen atom.

The Balmer-Rydberg equation refers to a mathematical equation between spectral lines.

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The Balmer-Rydberg equation considers the wavelength of the photon,  the atomic number and integers indicating spectral lines.

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