To determine the mole ratio between C2 and B2, we first need to balance the equation:
2AB + 3C2 → 2AC3 + B2
Now that the equation is balanced, we can see that for every 3 moles of C2, there are 1 mole of B2.
Therefore, the mole ratio between C2 and B2 is:
B. 3:1
Element
A
B
C
Atomic Mass (g/mol)
12.0
7.8
16.4
Given the hypothetical elements above, solve the following problem:
In the unbalanced equation, AB + C2 → AC3 + B2, what is the mole ratio between C2 and B2?
A. 2:2
B. 3:1
C. 1:3
1 answer