Determine the molecular formula of carbon containing 85.71% carbon atoms and 14.29% hydrogen.
Determine the molecular formula of carbon containing 85.71% carbon atoms and 14.29% hydrogen. The relative hydrogen density of a vapor-hydrocarbon is 35.
For the solution, let’s write down the data:
CxNu – hydrocarbon;
W (C) = 85.71%
W (H) = 14.29%
D (H2) = 35;
M (H2) = 2 g / mol;
Determine the formula CxNy -?
M (CxHy) = D (H2) * M (H2) = 2 * 53 = 70 g / mol.
Let’s determine the amount of carbon, hydrogen:
Y (C) = 85.71 / 12 = 7.14;
Y (H) = 14.29 / 1 = 14.29;
C: H = X: Y = 7.14: 14.29 = 1: 2;
The simplest formula is CH2
4. Let’s establish the formula based on the general:
CnH2n = 70;
14n = 70;
n = 5
C5H10 – Pentene.
Checking: M (C5H10) = 12 * 5 +10 = 70 g / mol.
Answer: Formula C5H10 (pentene).
For the solution, let’s write down the data:
CxNu – hydrocarbon;
W (C) = 85.71%
W (H) = 14.29%
D (H2) = 35;
M (H2) = 2 g / mol;
Determine the formula CxNy -?
M (CxHy) = D (H2) * M (H2) = 2 * 53 = 70 g / mol.
Let’s determine the amount of carbon, hydrogen:
Y (C) = 85.71 / 12 = 7.14;
Y (H) = 14.29 / 1 = 14.29;
C: H = X: Y = 7.14: 14.29 = 1: 2;
The simplest formula is CH2
4. Let’s establish the formula based on the general:
CnH2n = 70;
14n = 70;
n = 5
C5H10 – Pentene.
Checking: M (C5H10) = 12 * 5 +10 = 70 g / mol.
Answer: Formula C5H10 (pentene).