Chemistry, asked by anands637, 8 months ago

A compound contains 80% carbon and 20%

hydrogen. If the molecular mass is 30 calculate empirical formula and molecular

formula​

Answers

Answered by Anonymous
7

Answer:

Let the mass of unknown compound be 100 g.

Given that the compound contains 80% of carbon and 20% of hydrogen.

Therefore, weight of carbon in the compound =80g

weight of hydrogen in the compound =20g

Molecular weight of carbon =12g

Molecular weight of hydrogen =1g

∴ moles of carbon in the compound =

12

80

=6.67

Moles of hydrogen in the compound =

1

20

=20

Ratio of no. of moles of carbon to no. of moles of hydrogen-

No. of moles of carbon : no. of moles of hydrogen =6.67:20≈1:3

∴ 3 moles of hydrogen are present in the compound for 1 mole of carbon.

Hence, the empirical formula of the compound is CH

3

.

empirical mass=15 g/mol

Molecular formula =(CH

3

)

n

whereas,

n=

empirical mass

molecular mass

=

15

30

=2

Thus, the molecular formula of the compoud is C

2

H

6

Answered by ranjith9843333
2

Answer:

As with all these problems, it is usually assumed that we have a  100 .g  mass of unknown compound, and we work out the molar quantities:

Explanation:

And thus  

moles of carbon

80

g

12.011

g

m

o

l

1

=

6.66

m

o

l

.And thus  

moles of carbon

80

g

12.011

g

m

o

l

1

=

6.66

m

o

l

.

And thus  

moles of hydrogen

20

g

1.008

g

m

o

l

1

=

19.8

m

o

l

.

We divide the molar quantities thru by the SMALLER molar quantity:

C

:

6.66

m

o

l

6.66

m

o

l

=

1

H

:

19.8

m

o

l

6.66

m

o

l

=

2.97

And thus the  

empirical formula

 

=

 

C

H

3

And we know that the molecular formula is always a multiple of the empirical formula, and thus is terms of mass:

i.e.  

molecular formula

 

=

 

n

×

empirical formula

But we have a molecular mass of  

30

amu

So  

30

amu

 

=

 

n

×

(

12.01

+

3

×

1.01

)

amu

Clearly,  

n

=

2

, and the MOLECULAR FORMULA is  

C

2

H

6

.

This is not a realistic problem, as few analysts would perform combustion on a liquid, and no analyst could perform combustion on a gas.

Answer link

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hydrogen. If the molecular mass is 30 calculate empirical formula and molecular

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A sample of a compound is 80% carbon and 20% hydrogen by mass. Its formula mass is 30 amu. What is the molecular formula?

Chemistry  Ionic Bonds  Writing Ionic Formulas

1 Answer

anor277

Mar 10, 2017

We have  

ethane

.

Explanation:

As with all these problems, it is usually assumed that we have a  

100

g

mass of unknown compound, and we work out the molar quantities:

And thus  

moles of carbon

80

g

12.011

g

m

o

l

1

=

6.66

m

o

l

.

And thus  

moles of hydrogen

20

g

1.008

g

m

o

l

1

=

19.8

m

o

l

.

We divide the molar quantities thru by the SMALLER molar quantity:

C

:

6.66

m

o

l

6.66

m

o

l

=

1

H

:

19.8

m

o

l

6.66

m

o

l

=

2.97

And thus the  

empirical formula

 

=

 

C

H

3

And we know that the molecular formula is always a multiple of the empirical formula, and thus is terms of mass:

i.e.  

molecular formula

 

=

 

n

×

empirical formula

But we have a molecular mass of  

30

amu

So  

30

amu

 

=

 

n

×

(

12.01

+

3

×

1.01

)

amu

Clearly,  

n

=

2

, and the MOLECULAR FORMULA is  

C

2

H

6

.

This is not a realistic problem, as few analysts would perform combustion on a liquid, and no analyst could perform combustion on a gas.

Answer link

Related questions

How do you write ionic formulas for binary compounds?

What is the ionic formula for calcium chloride?

What is the ionic formula for calcium oxide?

What is the ionic formula for lithium oxide?

How do you write the formula for ionic compounds?

How do I write  

S

n

(

N

O

3

)

2

in Ionic formula?

What is the empirical formula for an ionic compound?

What is the molecular formula for chorate?

Question #7086b

Why are polyatomic ions covalent?

See all questions in Writing Ionic Formulas

Impact of this question

71689 views around the world

You can reuse this answer

Creative Commons License

iOS

Android

Privacy

Terms

Help

Help

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