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JulsSmile [24]
4 years ago
9

Which statement best describes balancing equations and the law of conservation of mass?

Chemistry
2 answers:
stellarik [79]4 years ago
8 0

Answer:

The number of atoms is the same in the reactants and in the products, and the total mass is the same in the reactants and

in the products- second choice

Licemer1 [7]4 years ago
4 0

Answer:

The correct answer is: <u><em>"The number of atoms is the same in the reactants and in the products, and the total mass is the same in the reactants and  in the products"</em></u>

Explanation:

The Law of Conservation of Matter is also called the law of conservation of mass or the Law of Lomonósov-Lavoisier. This law postulates that "the mass is not created or destroyed, only transformed." This means that the reagents interact with each other and form new products with physical and chemical properties different from those of the reagents because the atoms of the substances are ordered differently. But the amount of matter or mass before and after a transformation (chemical reaction) is always the same, that is, the quantities of the masses involved in a given reaction must be constant at all times, not changing in their proportions when the reaction ends. In other words, then the mass before the chemical reaction is equal to the mass after the reaction. The exception to the rule is nuclear reactions, in which it is possible to convert mass into energy and vice versa.

An example of this law is the combustion of hydrocarbons, in which the fuel can be seen burning and "disappearing", when in truth it will have been transformed into invisible gases and released energy.

This law is what allows the equations to be balanced or chemical reaction, to maintain the conservation of mass.

So, <u><em>the correct answer is "The number of atoms is the same in the reactants and in the products, and the total mass is the same in the reactants and  in the products"</em></u>

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explain why it is a common laboratory procedure to heat analytical reagents and store them in a dessicated atmosphere (a sealed
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A water treatment plant has 4 settling tanks that operate in parallel (the flow gets split into 4 equal flow streams), and each
ale4655 [162]

Answer:

a) When the 4 tanks operate in parallel the retention time is 1.26 hours.  

b) If the tanks are in series, the retention time would be 0.31 hours

Explanation:

The plant has 4 tanks, each tank has a volume V = 600 m_3. The total flow to the plant is Ft = 12 MGD (Millions of gallons per day)

When we use the tanks in parallel, it means that the total flow will be divided in the total number of tanks. F1 will be the flow of each tank.

Firstly, we should convert the MGD to m_3 /day. In that sense, we can calculate the retention time using the tank volume in m_3.

Ft =12 \frac{MG}{day}  (\frac{1*10^6 gall}{1MG} ) (\frac{3.78 L}{1 gall} ) (\frac{1 dm^3}{1L} ) (\frac{1 m^3}{10^3 dm^3} ) = 45360 \frac{m^3}{day}

After that, we should divide the total flow by four, because we have four tanks.

F1 = Ft/4 =(45360 \frac{m^3}{d} )/4 = 11 340 \frac{m^3}{d}

To calculate the retention time we divide the total volume V by the flow of each tank F1.

t1 =\frac{V1}{F1} = \frac{600 m^3}{11340  \frac{m^3}{d} }  = 0.0529 day\\t1 = 0.0529 d (\frac{24 h}{1d} ) = 1.26 h

After converting t1 to hours we found that the retention time when the four reactors are in parallel is 1.26 hours.

b)

If the four reactors were working in series, the entire flow goes first through one tank, then the second and so on. It means the total flow will be the flow of each tank.

In that order of ideas, the flow for reactors in series will be F2, and will have the same value of F0.

F2 = F0

To calculate the retention time t2 we divide the total volume V by the flow of each tank F2.

t2 =\frac{V1}{F2} = \frac{600 m^3}{45360  \frac{m^3}{d} }  = 0.01 day\\t2 = 0.01  d (\frac{24 h}{1d} ) = 0.31 h

After converting t2 to hours we found that the retention time when the four reactors are in series is 0.31 hours.

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