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r-ruslan [8.4K]
3 years ago
13

The ability of a material to burn (its flammability) is an indication of the materials reactivity with oxygen. Does the informat

ion you found about flammability agree with the general trend that noble gases are fairly unreactive? Explain your answer
Chemistry
1 answer:
Nataliya [291]3 years ago
6 0

Answer:

Yes, this theory supports the inert nature of noble gases.

Explanation:

Noble gases already attain octet state stability, by having their outer shells completely filled with electrons. This makes them unable to take part in chemical reaction (by lose, gain or sharing of electrons).

Flammability occurs when matter burns through combination with oxygen, and changes to a different substance.

I hope this explanation is clear, let me know if I can be of further assistance.

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Answer:

The answer to your question is: C. The specific latent heat of fusion

Explanation:

A. The specific latent heat of vaporization  Specific latent heat of vaporization indicates the transition from liquid to vapor, but we are not looking for this definition. This answer is wrong.

B. The specific heat indicates the amount of heat needed to increase the temperature of water 1°C, so this answer is wrong.

C. The specific latent heat of fusion . This heat indicate the transition from solid ie to liquid, so this is the right answer.

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A tank in the shape of a rectangular prism measures 10 dm by 4 dm by 6 dm. the tank is completely filled with 8908.8 l of liquid
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1) The question contains an unknown unit


The number 8908.8 has to be in units of mass: for example, kg or grams.


Here you indicated L.


I am going to work assuming that L is a mass unit. So you can see the way to solve the problem, but you have to verifiy the real unit of the statement and substitute with it.



With that in mind you can find the density of the liquid from:


density  = mass / volume


2) Calculate the volume.


The volume of the liquid is the volume of the vessel, because it is filled.


The volume of the vessel is calculated from the formula of volume for a rectantular prism.


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Answer: 37.12 L / dm^3


 
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