I. CÁCH PHA CHẾ MỘT DUNG DỊCH THEO NỒNG ĐỘ CHO TRƯỚC
Để pha chế một dung dịch, ta thực hiện các bước sau:
Bước 1 | Bước 2 |
Tính toán các đại lượng cần dùng. ![](data:image/png;base64,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)
| Pha chế dung dịch theo các đại lượng đã xác định. ![Pha chế dung dịch thủy canh](http://trongraudothi.com/Uploads/rausach/rausachimages/anh(1).jpg)
|
Ví dụ 1: Hãy tính toán và pha chế 50 gam dung CuSO4 có nồng độ 10%.
Tính toán | Cách pha chế |
mCuSO4 = \(\dfrac{10.50}{100}\) = 5 gam mdung môi = mdung dịch - mchất tan mdung môi = 50 - 5 = 45 gam. | - Cân lấy 5 gam CuSO4 cho vào cốc có dung tích 100ml.
- Tiếp tục lấy 45 gam hoặc tương đương 45ml nước cất, rồi đổ vào cốc và khuấy nhẹ.
- Ta thu được 50 gam dung dịch CuSO4 có nồng độ 10%.
|
![quá trình pha chế 50 gam dung dịch CuSO4](https://hoc247.net/fckeditorimg/upload/images/hjdhdfh.PNG)
Quá trình pha chế 50 gam dung dịch CuSO4 10%. |
Ví dụ 2: Hãy tính toán và pha chế 50 ml dung dịch CuSO4 có nồng độ 1M.
Tính toán | Cách pha chế |
nCuSO4 = \(\dfrac{50.1}{1000}\) = 0,05 mol - Tính khối lượng của 0,05 mol CuSO4:
mCuSO4 = 0,05 x 160 = 8 gam | - Cân lấy 8 gam CuSO4 cho vào cốc có dung tích 100ml.
- Đổ 50 ml nước cất vào cốc và khuấy nhẹ..
- Ta thu được 50 ml dung dịch CuSO4 có nồng độ 1M.
|
![Quá trình pha chế 50 ml dung dịch CuSO4 1M](https://hoc247.net/fckeditorimg/upload/images/jghj%E1%BA%BBh(1).PNG)
Quá trình pha chế 50 ml dung dịch CuSO4 1M. |
@477603@@477729@
2. PHA CHẾ DUNG DỊCH MỚI TỪ MỘT DUNG DỊCH CHO SẴN
Ví dụ 1: Trình bày phương pháp pha chế 100 ml dung dịch MgSO4 0,4M từ dung dịch MgSO4 2M.
Tính toán | Cách pha chế |
- Tính số mol chất tan có trong 100 ml dung dịch MgSO4 0,4 M:
nMgSO4 = \(\dfrac{0,4.100}{1000}\) = 0,04 mol - Tìm thể tích dung dịch MgSO4 2M có trong dung dịch chứa 0,04 mol MgSO4:
Vml = \(\dfrac{1000.0,04}{2}\) = 20 ml | - Đong lấy 20 ml dung dịch MgSO4 2M cho vào cốc chia độ có dung tích 200 ml.
- Thêm từ từ nước cất đến vạch 100 ml và khuấy đều, ta được 100 ml dung dịch MgSO4 0,4M.
|
![Quá trình pha loãng dung dịch MgSO4 2M](https://hoc247.net/fckeditorimg/upload/images/ykrrr.PNG)
Quá trình pha loãng dung dịch MgSO4 2M. |
Ví dụ 2: Trình bày phương pháp pha chế 150 gam dung dịch NaCl 2,5% từ dung dịch NaCl 10%.
Tính toán | Cách pha chế |
- Tính số khối lượng NaCl có trong 150 gam dung dịch NaCl 2,5%:
mNaCl = \(\dfrac{2,5.150}{100}\) = 3,75 g - Tìm khối lượng dung dịch NaCl ban đầu có chứa 3,75 gam NaCl:
mdd = \(\dfrac{100.3,75}{10}\) = 37,5 g - Tìm khối lượng nước cần dùng để pha chế:
mH2O = 150 - 37,5 = 112,5 g | - Cân lấy 37,5 gam dung dịch NaCl 10% ban đầu, sau đó đổ vào cốc hoặc bình tma giác có dung tích 200ml.
- Cân lấy 112,5 gam nước cất hoặc đong 112,5 ml nước cất, sau đó đổ vào cốc đụng dung dịch NaCl nói trên và khuấy đều. Ta được 150 gam dung dịch NaCl 2,5%.
|
![Quá trình pha chế dung dịch NaCl 2,5%](https://hoc247.net/fckeditorimg/upload/images/gsgw.PNG)
Quá trình pha chế dung dịch NaCl 2,5%. |
@477827@@477897@
Trong quá trình học tập, nếu có bất kỳ thắc mắc nào, các em hãy để lại câu hỏi ở mục hỏi đáp để cùng thảo luận và trả lời nhé. Chúc các em học tốt!