If you have 155 mL solution of a 0.762 M FeCb solution, how many g FeCb are contained in this sample? 155 ml solution motFect x 0.762 STARTING AMOUNT molFeC. 155 ml solution 0.762 mol FeCh x- 1 mol FeCl ADD FACTOR DELETE ANSWER RESET *( ) 1000 0.1 124 4.92 1.92 0.203 162.2 55.85 12.6 35.45 100 25.1 7.28 x 10 6.60 1 0.762 155 0.118 19.2 0.01 mol FeCt g FeCl/mol FeCl L solution g FeCh g CF M FeCb g Fe* ml solution mol FeCl:/L solution
If you have 155 mL solution of a 0.762 M FeCb solution, how many g FeCb are contained in this sample? 155 ml solution motFect x 0.762 STARTING AMOUNT molFeC. 155 ml solution 0.762 mol FeCh x- 1 mol FeCl ADD FACTOR DELETE ANSWER RESET *( ) 1000 0.1 124 4.92 1.92 0.203 162.2 55.85 12.6 35.45 100 25.1 7.28 x 10 6.60 1 0.762 155 0.118 19.2 0.01 mol FeCt g FeCl/mol FeCl L solution g FeCh g CF M FeCb g Fe* ml solution mol FeCl:/L solution
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Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
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
Transcribed Image Text:# Calculating Mass of FeCl₃ in a Solution
## Question
If you have a 155 mL solution of a 0.762 M FeCl₃ solution, how many grams of FeCl₃ are contained in this sample?
## Setup
- **Starting Amount:** 0.762 mol/L FeCl₃
- **Volume of Solution:** 155 mL
## Calculation Steps
1. **Convert Volume to Liters:**
- Given 155 mL solution. This is converted to liters as \( \frac{155}{1000} = 0.155 \) L.
2. **Determine the moles of FeCl₃:**
- Use the molarity equation:
- \( \text{Moles of FeCl₃} = \text{Molarity} \times \text{Volume in L} \)
- \( \text{Moles of FeCl₃} = 0.762 \, \text{mol/L} \times 0.155 \, \text{L} = 0.11811 \, \text{mol} \)
3. **Convert moles to grams:**
- **Molar Mass of FeCl₃:** (commonly calculated as 162.2 g/mol; confirm with specific work if precise).
- **Formula:** \( \text{grams} = \text{moles} \times \text{molar mass} \)
- **Calculation:** \( 0.11811 \, \text{mol} \times 162.2 \, \text{g/mol} = 19.15 \, \text{g} \)
## Tool Interface
- **Control Buttons:**
- **Add Factor:** Allows you to add multiplication or division factors.
- **Delete:** Use to remove steps.
- **Answer:** To display the final outcome.
- **Reset:** Clears the current calculation to start fresh.
- **Conversion Options:**
- Available units for conversion (grams, moles, liters, etc.).
- Specific constants and values provided for quick calculations, including molar masses.
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