Balancing equations :(
\[C_9 H _{20} + O_2 ----> CO_2 +H_2 O\]
I got the answer, just don't know why my teacher put a 14 in front of O
what do you have so far?
C_9 H_20 + 26O_2 ----> 9Co_2 + 10H_2O
@aaronq But instead of the 26 in front of the O my teacher put 14
so on the right side of the equation, you have 9*2+10=28 oxygens on the left side you have \(O_2\) the subscript works like distributive property in math. \(2*(2x)=4x\) same thing in chem \(14~O_2=28~O\)
Let me know if that doesn't make sense to you
Im trying to study sorry, it kinda doesnt make sense
Where is the 10 on the right side you speak of? @aaronq
\(\sf \large C_9 H_{20} + 14~O_2 ----> 9~CO_2 + \underbrace{10}_{here}~H_2O\)
Okay I got it! Do you mind explaining the subscript thing again? It would always multiply?
yes, always multiply. Also when a number is not explicitly written as a subscript a 1 is assumed, like in math when you have \(x\), it means \(x^1\). so for example, you have \(H_2SO_4\) if you have a coefficient (number in front) of 3 \(3*(H_2SO_4)\) then you have 3*2=6 H 3*1=3 S 3*4=12 O it gets a little more complex when you have subscripts in brackets, for example: \(Fe(H_2O)_2Cl\) you have 1 Fe, 4 H's, 2 O'2 and 1 Cl
Thank you so much :) !!!!!!
no problem (:
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