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Lab: Preparing a Salt (NaCl) Solution of a Given Mass Percent

To make a solution with a chosen mass percent, first calculate: salt = total mass x percent / 100, and water = total mass - salt. Weigh the salt on a balance, measure the water in a measuring cylinder (1 g of water is 1 mL), pour both into a beaker and stir until every grain has dissolved.

🎬 Step-by-step story

  1. Our goal is 50 g of salt solution that is 10% salt. On the bench: a balance, a measuring cylinder and a beaker.
  2. Do the sum first. Salt = 50 x 10 / 100 = 5 g. Water = 50 - 5 = 45 g.
  3. Put a clean paper on the balance and weigh exactly 5.0 g of salt. Watch the small heap grow.
  4. Water is light: 1 g is 1 mL. So 45 g of water is 45 mL. Fill the cylinder to the 45 mL line.
  5. Pour the salt and the water into the beaker and stir. The white grains vanish. The solution is ready.
  6. Free play: change the total mass and the salt percent. See how much to weigh and how much to measure.

Tip: drag the 3D scene to turn it. Use two fingers to zoom.

🤔 Common doubts, cleared

What does 10% really mean here?

10 g of salt in every 100 g of the whole solution. In our 50 g bottle that is 5 g of salt. Watch the sum in step 2.

Why do we set the balance to zero with the paper on it?

The balance weighs everything on the pan. Pressing tare makes the paper count as zero, so the number is only the salt.

Why is 45 g of water the same as 45 mL?

Water has a density of 1 g/mL, so each gram fills 1 mL. Watch the cylinder fill to 45 mL.

Where does the salt go when it dissolves?

It breaks into very tiny particles that spread through the water. You cannot see them, but the water tastes salty and the mass is still there.

Does the percent change if I make more solution?

No. Change the total with the slider: the percent stays 10% if the salt and water both scale together.

What is mass percent of a solution?

A solution is salt (the solute) mixed evenly into water (the solvent). Some solutions are strong, some are weak. We need a number to say how strong.

The number is the mass percent (also called mass fraction of solute). It tells how many grams of salt are in every 100 g of the solution.

Mass percent = (mass of salt / mass of solution) x 100

Remember: mass of solution = mass of salt + mass of water. A 10% solution means 10 g salt in 100 g solution, so the other 90 g is water.

Step 1: Calculate the mass of salt and water

Turn the formula around:

Mass of salt = total mass x percent / 100

Mass of water = total mass - mass of salt

Example: you want 50 g of a 10% solution. Salt = 50 x 10 / 100 = 5 g. Water = 50 - 5 = 45 g.

Water has a density of 1 g/mL, so 45 g of water has a volume of 45 mL. That is why we can measure water in a cylinder instead of weighing it.

Step 2 and 3: Weigh the salt and measure the water

Weighing the salt. Switch on the balance and put a clean, dry weighing paper on the pan. Press tare (zero) so the paper counts as nothing. Use a spoon to add salt slowly until the reading is exactly the mass you calculated. Salt takes in moisture from air, so do not leave it open for long.

Measuring the water. Pour water into a measuring cylinder. When you are close, add the last few mL with a dropper. Put your eye level with the water surface and read the bottom of the curved surface (the meniscus). Do not read from above or below.

Step 4: Dissolve and stir

Pour the salt into a clean beaker. Pour in the water. Stir with a glass rod until no grains are left. The salt has split into tiny particles that spread through the water and are too small to see. Do not strike the glass wall with the rod.

Pour the solution into a labelled bottle. A good label has the name, the percent and the date, for example: NaCl solution, 10%.

Try it: your own kitchen version

If you have a kitchen scale, make 100 g of a 5% salt solution. First write the sum: salt = 5 g, water = 95 g. Weigh 5 g of salt, then add water until the total is 100 g. Never taste anything made in a lab. Now make a 2% one and compare. In the 3D, predict the numbers first, then move the sliders to check yourself.

Common errors and how to avoid them

Key formulas and definitions

Worked examples

1. You want 50 g of a 10% NaCl solution. How much salt and how much water?

Salt = 50 x 10 / 100 = 5 g. Water = 50 - 5 = 45 g, which is 45 mL.

2. How much salt is needed to make 200 g of a 6% solution?

Salt = 200 x 6 / 100 = 12 g. (Water = 188 g = 188 mL.)

3. Anil dissolves 8 g of salt in 72 g of water. What is the mass percent?

Mass of solution = 8 + 72 = 80 g. Percent = 8 / 80 x 100 = 10%.

4. A doctor needs 500 g of 0.9% saline. How much salt is that?

Salt = 500 x 0.9 / 100 = 4.5 g. The rest, 495.5 g, is water.

5. A student weighs 6 g of salt by mistake and adds 45 mL of water. What percent did she really make?

Solution = 6 + 45 = 51 g. Percent = 6 / 51 x 100 = 11.8%, which is stronger than the 10% she wanted.

6. You have 100 g of a 10% solution. You add 100 g of pure water. What is the new percent?

Salt stays 10 g. New total = 200 g. Percent = 10 / 200 x 100 = 5%. Adding water makes the solution weaker.

Common mistakes

Practice quiz

1. Which tool is best to weigh the salt?
2. Salt needed for 200 g of a 5% solution:
3. In a salt solution, water is the:
4. 45 g of water has a volume of about:
5. Where should you read a water level in a cylinder?

Practice: answer these yourself

Type or choose your answer, then press Check. Use a hint if you are stuck; the full solution appears after you answer.

Frequently asked questions

How do I make a 10% salt solution?

For 100 g of solution, weigh 10 g of salt and add 90 g (90 mL) of water. Stir until it dissolves.

Why do we measure water in mL but the percent is by mass?

Pure water has a density of 1 g/mL, so the number of mL equals the number of grams. It is a quick way to get the mass of water.

What is the difference between mass percent and mass fraction?

They are the same idea. The mass fraction is salt mass divided by solution mass. Multiply by 100 and you get the mass percent.

Where this is taught

China九年级(初三)U9 Solutions

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