Una disoluci´on de 2.50 g de un compuesto de f´ormula emp´ırica C6H5P en 25.0 g de benceno se
congela a 4.3◦C. Calcular la masa molar y la f´ormula molecular del soluto teniendo en cuenta
que el benceno puro se congela a 5.5◦C. Kf (benceno) = 5.12◦C kg mol−1
Respuestas
Respuesta dada por:
26
Δtc = Kc · m (m = molalidad)
m = mol sto / Kg svte.
m = masa soluto (Fórmula 1)
````````````````
Mm · Kg svte
1. calcular Δtc = 4.3 ºC - 5.5 ºC = - 1.2 ºC
Tc = 0º C - Δtc
Tc = 0ºC -1.2)ºC = 1.2 ºC
2. Calcular Mm
ΔTc = Kc · m sustituir m por fórmula 1
Δtc = Kc . masa soluto
`````````````````` despejar Mm
Mm · Kg svte.
Mm = Kc · masa soluto
`````````````````````````
Δtc · Kg svte
svte = 25 g de benceno /1000 = 0.025 Kg
Mm = 5.12 ºC Kg /mol · 2.50 g
``````````````````````````````````````
0.025 Kg · 1.2 ºC
Mm = 426.66 g/mol
b) calcular fórmula molecular de C6H5P
Mm del C6H5P
C: 6 x 12 = 72 g/mol
H= 5 x 1 = 5 g/mol
P = 1 x 30.9 = 30.9 g/mol
````````````````````````````````````
Mm = 107.9 g/mol
calcular n
n = 426.66 g/mol
`````````````````````
107.9 g/mol
n = 4
FM: (C6H5P)4 = C24H20P4
m = mol sto / Kg svte.
m = masa soluto (Fórmula 1)
````````````````
Mm · Kg svte
1. calcular Δtc = 4.3 ºC - 5.5 ºC = - 1.2 ºC
Tc = 0º C - Δtc
Tc = 0ºC -1.2)ºC = 1.2 ºC
2. Calcular Mm
ΔTc = Kc · m sustituir m por fórmula 1
Δtc = Kc . masa soluto
`````````````````` despejar Mm
Mm · Kg svte.
Mm = Kc · masa soluto
`````````````````````````
Δtc · Kg svte
svte = 25 g de benceno /1000 = 0.025 Kg
Mm = 5.12 ºC Kg /mol · 2.50 g
``````````````````````````````````````
0.025 Kg · 1.2 ºC
Mm = 426.66 g/mol
b) calcular fórmula molecular de C6H5P
Mm del C6H5P
C: 6 x 12 = 72 g/mol
H= 5 x 1 = 5 g/mol
P = 1 x 30.9 = 30.9 g/mol
````````````````````````````````````
Mm = 107.9 g/mol
calcular n
n = 426.66 g/mol
`````````````````````
107.9 g/mol
n = 4
FM: (C6H5P)4 = C24H20P4
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