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stira [4]
3 years ago
9

An air mattress is filled with 16.5 moles of air. The air inside the mattress has a temperature of 295 K and a gauge pressure of

3.5 kilopascals. What is the volume of the air mattress?
The volume of the air mattress is__liters.
Chemistry
2 answers:
postnew [5]3 years ago
7 0
PV=nRT
3.5×X=16.5×0.082×295
X= 114 L
The volume of the air mattress is 114 liters.
Ksivusya [100]3 years ago
7 0

Explanation:

According to ideal gas equation, product of pressure and volume equals n times R times T.

Mathematically,         PV = nRT

where       P = pressure

                 V = volume

                 n = number of moles

                 R = gas constant

                 T = temperature

Therefore, it is given that no. of moles is 16.5 mol, pressure is 3.5 kilopascal equals 0.035 atm (as 1 Kpa = 0.01 atm), temperature is 295 K and R = 0.082 LatmK^{-1}mol^{-1}.

Hence, calculate the volume as follows.

                                   PV = nRT

                          0.035 atm \times V = 16.5 mol \times 0.082 L atmK^{-1}mol^{-1} \times 295 K

                                 V = \frac{399.135 L atm}{0.035 atm}

                                     = 11403.85 L

Hence, we can conclude that the volume of the air mattress is 11403.85 liters.

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3 years ago
Increased use of incineration is sometimes advocated as a safe way to dispose of chemical waste. But opponents of incineration p
pochemuha

Answer:

Option A is correct.

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Explanation:

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We are then required to find the statement that most weakens the conclusion that there will be more toxic releases if more chemical waste are burned.

Analysing the Statements one by one

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This is the statement that most weakens the conclusion.

Statement B

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Statement C

This statement says that incineration can be increased without building new incinerators by tapping into unused capacity at the old incinerators. Also doesn't affect rhe conclusion whether increased use of incineration will lead to more toxic leaks.

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Statement E

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7 0
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The equilibrium reaction is

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The initial molarity of NOBr is 0.174 mol/1 L = 0.174 M. Let's apply the ICE approach which stands for Initial-Change-Equilibrium.

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I                     0.174        0        0
C                      -2x         +2x    +x
----------------------------------------------------
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Since E for Br₂ is 1.79*10⁻² M, then that means x = 1.79*10⁻² M. We can compute E for the other compounds.

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