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Lena [83]
3 years ago
14

Electrolysis of 10.0 g of a binary metal chloride deposits 6.207 g of the pure metal. what is the metal?

Chemistry
2 answers:
nevsk [136]3 years ago
6 0

Answer:

Thorium

Explanation:

Hello,

In this case, we have four options for the metals to be copper (63.5g/mol), cadmium (112.4g/mol), cerium (140g/mol) and thorium (232g/mol) in addition to the expected chemical reaction:

MCl_x-->M+\frac{x}{2} Cl_2

We must consider that 10.0 grams of the binary metal chloride yields 6.207 f of the pure metal, nonetheless, based on each metal's oxidation states we have seven options which are listed below:

CuCl, \ CuCl_2,\ CdCl, CeCl_2,\ CeCl_3, \ CeCl_3 \ and \ ThCl_4

Now, a suitable strategy is to compute the metal's by mass percent in each option and compare it with the actual metal's by mass percent inferred from the statement which is 62.07% (6.207/10.0*100%). For instance, for CuCl, the by mass percent of copper is:

\% Cu=\frac{n_{Cu}m_{Cu}}{M_{CuCl}} *100\%

Whereas n_{Cu} accounts for the number of atoms of copper in such compound, m_{Cu} accounts for the copper's atomic mass and M_{CuCl} accounts for the copper (I) chloride's molar mass which is 70.9 g/mol, thus:

\% Cu=\frac{1*63.5}{70.9}*100\% \\\% Cu=89.6\%

Such value does not dovetail with the percent computed from the statement (62.07%), in this manner, after doing it for all the metals, the only one that matches is the ThCl_4 as shown below:

\% Th=\frac{1*232}{373.8}*100\% \\\% Th=62.07\%

Therefore, the metal is thorium.

Best regards.

Tasya [4]3 years ago
5 0
Co2 is correct buddy
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3 years ago
in an experiment 3.425g of lead oxide was reduced to form 3.105g of lead the empirical formula of the lead oxide is?​
Romashka-Z-Leto [24]

Answer:

Pb3O4

Explanation:

According to this question, 3.425g of lead oxide was reduced to form 3.105g of lead in an experiment. Since lead oxide contains both lead (Pb) and oxygen (O) element,

Mass of lead oxide = 3.425g

Mass of lead = 3.105g

Mass of oxygen = (3.425g - 3.105g) = 0.320g

Next, we convert each mass value to mole by dividing by respective molar mass

Pb = 3.105g ÷ 207.2 = 0.0149mol

O = 0.320g ÷ 16 = 0.02mol

Next, we divide each mole value by the smallest (0.0149)

Pb = 0.0149mol ÷ 0.0149mol = 1

O = 0.02mol ÷ 0.0149mol = 1.342

Multiply each ratio value by 3 to get:

Pb = 1 × 3 = 3

O = 1.342 × 3 = 4.026

The whole number ratio, approximately, of Pb and O is 3:4, hence, their empirical formula is Pb3O4.

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