logo

Crowdly

Browser

Add to Chrome

Questions Bank (1536086 total)

Determinar cuántas kcal son necesarias para convertir 15 g de hielo a 0 ºC en vapor de agua a 100 ºC

Datos:

Calor específico del agua = 1 cal/g·ºC

Calor específico del hielo = 0,5 cal/g·ºC

Calor específico del vapor de agua = 0,5 cal/g ·ºC

Calor latente de fusión del hielo = 80 cal/g

Calor latente de solidificación del agua = 80 cal/g

Calor latente de vaporización del agua = 540 cal/g

Calor latente de condensación del vapor de agua = 540 cal/g

View this question
Determinar la temperatura de equilibrio si mezclamos 10 g de hielo a 0 ºC con 50 g de agua a 70 ºC. Introduzca la temperatura de equilibrio en K.

Datos:

Calor específico del agua = 1 cal/g·ºC

Calor específico del hielo = 0,5 cal/g·ºC

Calor específico del vapor de agua = 0,5 cal/g ·ºC

Calor latente de fusión del hielo = 80 cal/g

Calor latente de solidificación del agua = 80 cal/g

Calor latente de vaporización del agua = 540 cal/g

Calor latente de condensación del vapor de agua = 540 cal/g

View this question
Se utilizan 2 kcal para calentar 600 g de una sustancia desconocida de 15ºC a 60 ºC. Determinar su calor específico (expresarlo con 2 cifras significativas en cal g-1 K-1).

View this question
Una barra de longitud L = 1 m y sección A = 0,01 m2 de un material de conductividad k = 47 W m-1 K-1 tiene sus extremos a distintas temperaturas Tc= 500 K y Tf = 300 K. Determinar, en función de esos datos, el flujo de calor por unidad de tiempo que atraviesa el material por conducción, una vez alcanzada la situación estacionaria. Expresarlo en W con 2 cifras significativas.
View this question

Determinar la energía cinética total promedio de una molécula de gas ideal diatómico a -73ºC. [Datos: Constante de Boltzmann, k = 1,38·10-23 J/K; Carga del electrón, e= -1,6·10-19 C]

Expresar el resultado en eV con 2 cifras significativas.

View this question

Argument 2

 

P1. A referendum is a vote designed to capture the opinions of the electorate on a particular issue.

P2. The only way to change the Australian Constitution is by holding a referendum among the Australian electorate.

Therefore,

C. The Australian Constitution serves the best interests of the Australian electorate.

 

 

 

View this question

Argument 1

 

P1. Australia is the only nation with native marsupials.

P2. Wombats are native to Australia.

Therefore,

C. Wombats are marsupials.

 

 

 

View this question

Question 1a

Read the following passage from a newspaper report and then answer the question below:

The

filmmakers of the documentary "Machine" spent a year researching the

state of artificial intelligence (AI), in the hope their documentary might

provoke some serious thinking on the subject before it's too late.

"There's a lot of decisions we're making right now that will have ripple

effects for decades to come," says Justin Krook, the director of the film.

"In the whole history of humanity we've never had so much power at our

disposal, and we only have one chance to get these decisions right”. Given this,

the filmmakers contend, it is important to consider the potential consequences

and ethical implications of AI now – before it becomes more advanced. Michael

Hilliard, one of the film’s producers, admits that right now, "the machine

is not actually that smart". But that doesn't mean it's not to be feared:

as the filmmakers argue, decisions we make in 2019, 2020 will affect the world

in 2050 and 2060.

(Adapted from a report in The Age newspaper, 2019)

Which one of the following most accurately represents the main conclusion of the argument reported above?

❌
❌
✅
❌
❌
View this question

Question 1b

Read the following passage from a newspaper report and then answer the question below:

When

the COVID-19 pandemic arrived in Australia in the early days of 2020, employees

and employers scrambled to implement work-from-home policies. As restrictions

eased across Australia in 2022, employers found themselves in a tug of war with

employees who were keen to retain their new-found pandemic privileges. Amantha

Imber, founder of behavioural science consultancy Inventium, says that employers

need to continue offering flexible work arrangements in order to attract and

retain talent. The evidence is hard to argue with: in November 2022, the most

searched term on SEEK was "working from home", and businesses are seeing

an ever-growing number of requests to keep pandemic policies, such as flexible

working, in the new year.

 

(Adapted from a report in The Age newspaper, 2023)

Which one of the following most accurately represents the main conclusion of the argument reported above?

❌
❌
❌
✅
❌
View this question

Identify the labelled structures.

View this question