based on the following balanced equation:\n2h₂s + 3o₂ → 2so₂ + 2h₂o\nhow many moles of so₂ form from 9 moles…

based on the following balanced equation:\n2h₂s + 3o₂ → 2so₂ + 2h₂o\nhow many moles of so₂ form from 9 moles of o₂?\n9 moles o₂ → ? moles so₂

based on the following balanced equation:\n2h₂s + 3o₂ → 2so₂ + 2h₂o\nhow many moles of so₂ form from 9 moles of o₂?\n9 moles o₂ → ? moles so₂

Answer

Explanation:

Step1: Analyze the mole ratio

From the balanced equation (2H_2S + 3O_2\rightarrow 2SO_2 + 2H_2O), the mole ratio of (O_2) to (SO_2) is (3:2).

Step2: Set up the proportion

Let (x) be the moles of (SO_2). Using the ratio (\frac{3\space mol\space O_2}{2\space mol\space SO_2}=\frac{9\space mol\space O_2}{x}). Cross - multiply: (3x = 2\times9).

Step3: Solve for (x)

(3x=18), then (x=\frac{18}{3}).

Answer:

(6)