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In a closed vessel, 5 moles of `A_(2)(g)` and 7 moles of `B_(2)` (g) are reacted in the following maner, `A_(2)(g)+(3B_(2)(g)to2AB_(3)(g)` What is the total number of moles of gases present in the container at the end of the reaction?A. `22//3`B. `7//3`C. `14//3`D. `8//3` |
Answer» Correct Answer - B `underset("Initial 5 mol")(A_(2)) + underset(" 7 mol")(3B_(2)) rarr underset(0)(2 AB_(3))` By reactionn 1 mol `A_(2)` requires 3 mol `B_(2)` Hence, 7 mol `B_(2)` will reacts with `7/3` moles `A_(2)` `A_(2) ` left`= 5 - 7/3 = 8//3 ` mol `A_(2)` (g) 1 mol `A_(2)` produces 2 mol `AB_(3)` Hence, `7/3` mol ` A_(2)` will produce `7/3xx 2` mol `AB_(3)` Total mol of gases in vessel `= 8/3 mmol `A_(2) (g) + 14/3` mol `AB_(3)` (g) `= 22/3` mol |
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