Acids and bases in aqueous solutions
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Chemistry |
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Lesson plan #1 |
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ABOUT THE LESSON |
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Topic |
Acids and bases in aqueous (waterish, hydrous) solutions (mixed lesson – theoretical, experimental, and applicative) |
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Duration |
2 hours (2 x 45 min = 90 min) |
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Assumed prior knowledge |
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Goal(s) of the lesson |
Evaluation of the consequences of processes and the action of chemical products on the person and the environment:
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The big idea behind the topic |
Understanding water as part of society and its significant role in human life. |
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Results of the lesson |
Applying theoretical knowledge to prepare a solution and perform simple calculations |
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Competencies |
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Methods |
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Relevance to the curriculum |
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Stakeholder involvement |
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EQUIPMENT AND MATERIALS NEEDED |
For 1 team of 5 students |
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This is a recommended list: Observations
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STEP-BY-STEP ACTIVITIES |
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Step 1 (5 min) |
Organizational moment (checking presence, capturing attention, preparing didactic materials, verifying and correcting students' homework, etc.). |
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Step 2 (10 min) |
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Step 3 (10 min) |
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Step 4 (20 min) |
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Step 5 (15 min) |
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Step 6 (25 min) |
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Step 7 (4 min) |
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Step 8 (1 min) |
Conclusions:
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Assessment |
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Useful links |
https://judetulsuceava.ro/locuri/obiective-turistice/muzee/muzeul-apelor-mihai-bacescu-falticeni/
https://visitcluj.ro/tourist_spot/muzeul-apei/
https://portcetate.ro/cele-22-de-caracteristici-ale-apei-fizice-si-chimice%E2%9C%85/ https://www.didactic.ro/materiale-didactice/proprietatile-fizice-si-chimice-ale-apei |
WORKSHEET
Acids and bases in aqueous (water) solutions
- Name and surname:
- Date:
- Class:
- Team / Group:
TASK NO. 1: Preparation of 7.5% salt solution, using 3 g of salt
- Requirements:
- Determine the mass of water needed to prepare the 7.5% concentration solution, knowing that you will measure the water with the graduated cylinder and that the water has a density of ρ = 1 g/cm3;
- Prepare a salt solution, 7.5% concentration, using 3 g of salt.
- Substances used: water, kitchen salt.
- Apparatus, glassware and laboratory utensils: Berzelius beaker, Erlenmeyer beaker, graduated cylinder, spatula, glass rod, pipette, electronic scale.
- Working mode:
- Calculate the mass of water needed to prepare the solution. The mass of water required is ...................
- Determine the volume of water needed to prepare the solution. The volume of water required is ........................
- Weigh 3 g of table salt using the scale. The salt is handled with a spatula. The weighed mass of salt is poured into the Erlenmeyer beaker on the work table.
- Measure the calculated volume of water with the help of the graduated cylinder, bringing the water level up to the required graduation (the water level is measured at the bottom of the meniscus, located at eye level). The water is poured using the Berzelius glass, and the last drops using the pipette.
- Shake the Erlenmeyer until the salt is completely dissolved. The wand can also be used for stirring.
- After you have completed obtaining the solution, complete the table below.
- Final table
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Concentration of the solution |
Mass of salt used |
Mass of water used |
Volume of water used |
Mass of the solution obtained |
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7,5 % |
3 g |
TASK NO. 2: Checking the solubility of some substances in water
- Substances used: water, oil, ink, sugar, medicinal spirit, vinegar, etc.
- Laboratory glassware and utensils: test tubes.
- Working mode:
- Pour a little amount of water into 4-5 test tubes on the work table.
- Small amounts of the products brought from home, such as: oil, sugar, vinegar, acetone, milk, medicinal alcohol, mothballs, etc.), are added to the test tubes into which you poured water.
- Shake the test tubes and observe which of the substances added to the water has completely dissolved and which has not.
- Complete the table below.
- Final table
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No. |
Substance used |
Substance has completely dissolved (soluble in water) |
Substance did not dissolve (not soluble in water) |
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TASK NO. 3: Performing simple calculations with the percentage concentration of a solution
- Requirements: Solve the following problems
- What is the percentage concentration of 300 g of solution containing 60 g of crushed stone? What mass of water was used to prepare the solution?
- Pour 2 kg of 60% caustic soda and 1 kg of water over 5 kg of 20% concentration caustic soda solution. Calculate the percentage concentration of the solution obtained.
- From 200 g of sugar solution with a concentration of 20%, take 100 g of solution into another vessel. What will be the final concentration of the remaining solution?
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Erasmus+ Cooperation partnerships project Sailing Into Opportunities No. 2023-1-LT01-KA220-SCH-000161306 Funded by the European Union. Views and opinions expressed are however those of the author(s) only and do not necessarily reflect those of the European Union or the National Agency. Neither the European Union nor National Agency can be held responsible for them. |


