Derive the equation for calculation of Percentage of Carbon and Hydrogen if mass of organic compound is W gm and mass of H2O or CO2 is m gm
Answers
Given:-
- Mass of H2O and CO2 is m gm.
- Mass of organic compound is W gm.
For H
Percentage of hydrogen in W gm organic substance:-
For C
Percentage of C in W gm organic substance:-
Answer:
Mass of H2O and CO2 is m gm.
Mass of organic compound is W gm.
For H
\begin{gathered}\sf {H_{2}O(16 + 1 \times 2 \rightarrow18 \: gm) = 2H(2 \: gm)} \\ \\ \large{ \sf \: Here - } \\ \\ \rightarrow \sf{18 \: gm \: of \: H_{2}O \: contains \: 2 \: gm \: of \: hydrogen} \\ \\ \rightarrow \sf{{1 \: gm \: of \: H_{2}O \: contains \: \frac{2}{18} \: gm \: of \: hydrogen}} \\ \\ \large{ \sf{Therefore - }} \\ \\ \rightarrow \sf{{m \: gm \: of \: H_{2}O \: contains \: \frac{2}{18} \times m\: gm \: of \: hydrogen}}\end{gathered}
H
2
O(16+1×2→18gm)=2H(2gm)
Here−
→18gmofH
2
Ocontains2gmofhydrogen
→1gmofH
2
Ocontains
18
2
gmofhydrogen
Therefore−
→mgmofH
2
Ocontains
18
2
×mgmofhydrogen
Percentage of hydrogen in W gm organic substance:-
\red{\large \boxed{\% \: of \: H = \frac{2}{18} \times \frac{m}{W} \times 100}}
%ofH=
18
2
×
W
m
×100
For C
\begin{gathered}\sf{CO_{2}(16 \times 2 + 12 \rightarrow 44gm}) = C(12gm) \\ \\ \large{\sf{Here - }} \\ \\ \rightarrow \sf44 \: gm \: of \: CO_{2} \: contains \: 12 \: gm \: carbon \\ \\ \rightarrow \sf1 \: gm \: of \: CO_{2} \: contains \: \frac{12}{44} \: gm \: carbon \\ \\ \large{ \sf{Therefore - }} \\ \\ \rightarrow \sf \: m \: gm \: of \: CO_{2} \: contains \: \frac{12}{44} \times m \: gm \: carbon\end{gathered}
CO
2
(16×2+12→44gm)=C(12gm)
Here−
→44gmofCO
2
contains12gmcarbon
→1gmofCO
2
contains
44
12
gmcarbon
Therefore−
→mgmofCO
2
contains
44
12
×mgmcarbon
Percentage of C in W gm organic substance:-
\blue{ \large \sf{\boxed{\% \: of \: C = \frac{12}{44} \times \frac{m}{W} \times 100}}}
%ofC=
44
12
×
W
m
×100
Explanation:
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