Question

In: Chemistry

1) If you had not dried the solid, would the calculated percent yield have been higher,...

1) If you had not dried the solid, would the calculated percent yield have been higher, lower, or unchanged? Explain

2)Boron trichloride is prepared from the following reaction. 2B2O3 + 6Cl2 + 3C --> 4BCl3 + 3CO2 If 8.254g of B2O3 is mixed with 4.446g of Cl2 and 4.115g of C then answer the following questions.   

- What is the theoretical yield of boron trichloride in grams?

- How much of each of the excess reagents with remain once the reaction is complete? (report in grams)

3) If the yield of the reaction in question 2 is known to be only 73.42%, how much of each of the three reagents would you need to obtain 10.000g of boron trichloride?

Solutions

Expert Solution

(1) The wet solid contains the solvent molecules which are takes the interstitial positions of the solid compound there by the mass of the wet sample is equal to mass of solid plus mass of the solvent. So the mass of the wet sample is more ,therefore the percentage yield is higher than the actual value.

(2) 2B2O3 + 6Cl2 + 3C 4BCl3 + 3CO2

Molar mass of B2O3 = (2x11) + (3x16) = 70 g/mol

Molar mass of Cl2 = 2x35.5 = 71 g/mol

Molar mass of C = 12 g/mol

According to the balanced equation ,

2 moles of B2O3 reacts with 6 moles of Cl2 & 3 moles of C

                                         OR

2 x70 =140 g of B2O3 reacts with 6x71 = 426 g of Cl2 & 3x12=36 g of C

M g of B2O3 reacts with 4.446 g of Cl2 & N g of C

M = (140x4.446)/426

   = 1.46 g of B2O3

Mass of B2O3 left unreacted = 8.254 - 1.46 = 6.794 g

N = (36x4.446)/426

    = 0.36 g of C

Mass of C left unreacted is = 4.115 - 0.36 = 3.755 g

Since all the mass of Cl2 reacts completly ,Cl2 is the limiting reactant.

Molar mass of BCl3 = 11 + (3x35.5) = 117.5 g/mol

From the balanced equation ,

6 moles of Cl2 produces 4 moles of BCl3

                         OR

6x71= 426 g of Cl2 produces 4x117.5 = 470 g of BCl3

4.446g of Cl2 produces Y g of BCl3

Y = (470 x 4.446 ) / 426

   = 4.90 g of BCl3

Therefore the theoretical yield of BCl3 is 4.90 g


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