For each set of values, calculate the missing vari...

Question

For each set of values, calculate the missing variable using the ideal gas law.

Jules Bruno · Accepted Answer

We will use the ideal gas equation to calculate for each of the P = pressure, atm  V = volume, L  n = moles, mol  R = gas constant = 0.08206 (L·atm)/(mol·K)  T = temperature, KIt is important to note the units used for this formula. We can see that our given does not have the same units so we would need to convert.[readmore]SET 1List down the given values and convert to the standard units if needed. n = ?T = 36.1°C + 273 = 309.1 K V = 1.69 L  P = 2.61 atm R = gas constant = 0.08206 (L·atm)/(mol·K)Isolate n to one side of the ideal gas law equation then substitute and solve for n.n = (2.61 atm)(1.69 L)(0.08206 L- atmmol-K)(309.1 K)n1 = 0.174 molSET 2List down the given values and convert to the standard units if needed. T = ?R = gas constant = 0.08206 (L·atm)/(mol·K) n = 3.23 molIsolate T to one side of the ideal gas law equation then substitute and solve for T. SET 3List down the given values and convert t o the standard units if needed. P= ?T = 288 KR = gas constant = 0.08206 (L·atm)/(mol·K) n = 1.08 molIsolate P to one side of the ideal gas law equation and substitute and solve for P. The problem wants the units in kPa so we convert:SET 4List down the given values and convert to the standard units if needed. V = ?T = 303 KR = gas constant = 0.08206 (L·atm)/(mol·K)n = 5.26 molIsolate V to one side of the ideal gas law equation and solve. n = (5.26 mol)(0.08206 L- atmmol-K)(303 K)(1.03 atm)V = 126. 98 L

Problem: For each set of values, calculate the missing variable using the ideal gas law.

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Problem Details

Problem: For each set of values, calculate the missing variable using the ideal gas law.

FREE Expert Solution

Problem Details

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