What are the mole fraction of glucose and water respectively when 50 gram glucose is dissolved in twice its amount of H2O
Answers
I am not the student of class 11, yet I'll try to answer it...
Molar mass of glucose(C6H12O6)=
6(12)+12(1)+6(16)
= 72+ 12+ 96
= 180g/mol of glucose..
Then, molar mass of water(H2O)=
2(1)+1(16)
= 2+16= 18 g/mol of water...
*Use molar mass of each to solve for the number of each:
1. 50g of glucose/180g/mol of glucose= 0.27777....= 0.277 mol of glucose
2.Since, the amount of water is twice the amount of water,
Therefore, amount of water=100g
So, 100g of water/18g/mol of water
= 5.555...= 5.55 mol of water
Total: 5.55+0.27= 5.82 mol solution
* To calculate the mole fraction of each:
Mole fraction of glucose= 0.27 mol of glucose/5.85 mol solution= 0.0461(approx)
Mole fraction of water= 5.55 mol of water/ 5.85 mol solution= 0.948 or 0.95(approx)..
This is the answer...
Hope it helps!!!!
Pls mark my answer as Brainliest if u r satisfied with my answer.... :)
Answer:
The mole fraction of glucose = 0.0461
The mole fraction of water = 0.948
Explanation:
Given:
- Weight of glucose = 50 grams
- Weight of water = 2 × weight of glucose
- = 2 × 50
- Weight of water = 100 grams
- Molecular formula of glucose =
- Molecular formula of Water =
Molar mass of glucose = 6(12) + 12(1) + 6(16)
= 180 g/mol of glucose
Molar mass of Water = 2(1) + 16
= 18 g/mol of water
To find:
1. Mole fraction of glucose
2. Mole fraction of water
Mole of glucose:
Mole of water:
Total = 5.55 + 0.27
= 5.82 mole solution
To find the mole fraction:
= 0.0461
= 0.948
Note: Mole fraction has no units.
Answer : Mole fraction of Glucose = 0.0461
Mole fraction of water = 0.948
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