Where stated, classify reactions both by the key reaction event (PPT, A/B, R/O) and by changes in composition (COM, DEC, SDP, DDP).| 5. Mg(N3)2(s) →– Mg3N2(s) + N2(g) balance, then classify: Calculate the following, with proper number of significant figures: When 0.057 moles of N2 form, moles of Mg3N2 form also. To make 92.0 moles of Mg3N2, moles of Mg(N3)2 need to react. To make 0.48 grams of N2, moles of Mg(N3)2 need to react. When 24.5 grams of Mg(N3)2 react, grams of Mg3N2 are made. To make a count of 5.62x1020 of Mg3N2 units, grams of Mg(N3)2 need to react.

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**Balanced Chemical Reactions: Analysis and Calculations**

In this exercise, you will classify reactions both by the key reaction event (PPT, A/B, R/O) and by changes in composition (COM, DEC, SDP, DDP).

**Problem 5:**
The chemical equation provided is:

\[ \_ \text{Mg(N}_3\text{)}_2(s) \rightarrow \_ \text{Mg}_3\text{N}_2(s) + \_ \text{N}_2(g) \]

Your task is to balance the equation and then classify the reaction.

**Calculation Tasks:**
With the balanced equation, address the following problems using the proper number of significant figures:

1. When 0.057 moles of \(\text{N}_2\) are formed, calculate how many moles of \(\text{Mg}_3\text{N}_2\) also form.

2. To produce 92.0 moles of \(\text{Mg}_3\text{N}_2\), determine how many moles of \(\text{Mg(N}_3\text{)}_2\) are required to react.

3. If you want to make 0.48 grams of \(\text{N}_2\), calculate the number of moles of \(\text{Mg(N}_3\text{)}_2\) needed to react.

4. When 24.5 grams of \(\text{Mg(N}_3\text{)}_2\) react, determine how many grams of \(\text{Mg}_3\text{N}_2\) are produced.

5. To achieve a count of \(5.62 \times 10^{20}\) units of \(\text{Mg}_3\text{N}_2\), calculate how many grams of \(\text{Mg(N}_3\text{)}_2\) are necessary to react.

Be sure to perform all calculations with attention to significant figures for accurate results.
Transcribed Image Text:**Balanced Chemical Reactions: Analysis and Calculations** In this exercise, you will classify reactions both by the key reaction event (PPT, A/B, R/O) and by changes in composition (COM, DEC, SDP, DDP). **Problem 5:** The chemical equation provided is: \[ \_ \text{Mg(N}_3\text{)}_2(s) \rightarrow \_ \text{Mg}_3\text{N}_2(s) + \_ \text{N}_2(g) \] Your task is to balance the equation and then classify the reaction. **Calculation Tasks:** With the balanced equation, address the following problems using the proper number of significant figures: 1. When 0.057 moles of \(\text{N}_2\) are formed, calculate how many moles of \(\text{Mg}_3\text{N}_2\) also form. 2. To produce 92.0 moles of \(\text{Mg}_3\text{N}_2\), determine how many moles of \(\text{Mg(N}_3\text{)}_2\) are required to react. 3. If you want to make 0.48 grams of \(\text{N}_2\), calculate the number of moles of \(\text{Mg(N}_3\text{)}_2\) needed to react. 4. When 24.5 grams of \(\text{Mg(N}_3\text{)}_2\) react, determine how many grams of \(\text{Mg}_3\text{N}_2\) are produced. 5. To achieve a count of \(5.62 \times 10^{20}\) units of \(\text{Mg}_3\text{N}_2\), calculate how many grams of \(\text{Mg(N}_3\text{)}_2\) are necessary to react. Be sure to perform all calculations with attention to significant figures for accurate results.
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