Respuesta :
In law of definite proportions, all you need to show is how much one component reacts with another one on a unit weight basis. So let us try it here.
Sample 1: 6.98 g Na reacts with 10.7 g Cl, so 1 g Na will react with 10.7/6.98 = 1.53 g Cl Sample 2: same approach as above, 17.3/11.2 = 1.54 g Cl
So in both samples of NaCl, the sodium reacts with Cl in a definite proportion of 1:1.5 (rounded out).
There you have it.
p.s. you can do these calculations either on per g or per 100 g basis, ratios will remain the same.
Sample 1: 6.98 g Na reacts with 10.7 g Cl, so 1 g Na will react with 10.7/6.98 = 1.53 g Cl Sample 2: same approach as above, 17.3/11.2 = 1.54 g Cl
So in both samples of NaCl, the sodium reacts with Cl in a definite proportion of 1:1.5 (rounded out).
There you have it.
p.s. you can do these calculations either on per g or per 100 g basis, ratios will remain the same.
Answer:
Element ratio in both the compounds is same.
Hence the results are consistent with the law of definite proportion.
Explanation:
The law of definite proportion states that the elements will combine in a definite mole ration to form compounds.
Let us calculate the moles of sodium and chlorine produced from the decomposition of the two given samples.
Sample 1:
the mass of sodium = 6.98 g
moles of sodium = [tex]\frac{mass}{atomicmass} =\frac{6.98}{23}=0.30[/tex]
The mass of chlorine =10.7
moles of chlorine =[tex]\frac{mass}{atomicmass} =\frac{10.7}{35.5}=0.30[/tex]
The mole ratio = 1:1
Sample 2:
the mass of sodium = 11.2 g
moles of sodium = [tex]\frac{mass}{atomicmass} =\frac{11.2}{23}=0.0.49[/tex]
The mass of chlorine =10.7
moles of chlorine =[tex]\frac{mass}{atomicmass} =\frac{17.3}{35.5}=0.49[/tex]
The mole ratio = 1:1
Thus in both the compounds the mole ratio is same.
Hence the results are consistent with the law of definite proportion.