B2.7

Slime investigation

Indicative relationship: Activate 1 · contextual consolidation
KS3 science lesson

Slime investigation

Lesson focus: How can we compare a material that both flows and stretches?

Learning objective

Use controlled measurements to compare materials.

Build on earlier learning

Scientific investigations: independent, dependent and control variables

Use control variables to make a materials comparison fair.

Practical

Investigating slime

  1. Mix PVA glue solution with borax solution and stir.
  2. Change one variable, such as the volume of borax solution.
  3. Measure how far the slime flows in 30 seconds on a tilted board.

Record: A table and a line graph of borax volume against flow distance.

Safety: Wear gloves and eye protection; borax solution is an irritant.

You will be successful when you can…

  • Define a measurable flow outcome.
  • Identify control variables.
  • Calculate and compare means.
  • Explain why rankings can depend on time.
KEY VOCABULARY

Words that carry the science

viscoelastic
Showing both flow-like and elastic behaviour over the timescale observed.
spread diameter
Width of a sample after spreading for a stated time.
control variable
A factor kept the same to make a comparison fair.
mean
Sum of values divided by the number of values.
repeatability
Closeness of repeated results obtained using the same method.
BUILD YOUR UNDERSTANDING

Measure flow under controlled conditions

01Turn a description into a measurement

“Runny” is vague. after 60 seconds under a fixed load gives a quantity with units that can be repeated and compared.

02Control the conditions

Use equal mass or volume, starting shape, plate surface, load, temperature and time. Temperature and time matter because polymer-chain movement can change with both.

03Measure change across time when needed

One time point compares samples only at that moment. Repeated time points reveal rates and whether the samples change ranking.

Equal amounts of samples A and B sit under identical loads for sixty seconds at the same temperature. A bar chart shows mean spread diameters of 4.1 centimetres and 6.1 centimetres.ABsame load on eachequal amount · 60 s · same temperatureAB01234567SampleMean spread diameter / cm4.1 cm6.1 cm
Figure · Illustrative data: A mean = 4.1 cm and B mean = 6.1 cm. Control amount, starting shape, load, time and temperature; repeated time points are needed before comparing how rankings change over time.
Animation

Slime: cross-linking polymer chains

PVA glue is made of long polymer chains that slide past each other, so it flows. Borax makes cross-links that tie the chains together. More cross-links: the chains cannot slide so easily and the slime is stiffer.

8 cross-links: stretchy slime

Blue: PVA polymer chains. Red: borax cross-links.

Controls

2 cm³
Cross-links8
Time to flow 10 cmabout 8 s

Numbers are illustrative. A fair test keeps the volume of PVA and the temperature the same and changes only the borax.

The more borax added, the longer the slime takes to flow 10 cm.0123450102030408 sBorax solution / cm3Time to flow 10 cm / s
WORKED EXAMPLE

Calculate two means

A: 4.0, 4.2, 4.1 cm. B: 6.0, 6.2, 6.1 cm.

  1. A total = 4.0 + 4.2 + 4.1 = 12.3 cm.
  2. A = 12.3 ÷ 3 = 4.1 cm.
  3. B total = 6.0 + 6.2 + 6.1 = 18.3 cm.
  4. B mean = 18.3 ÷ 3 = 6.1 cm.

How to make the reasoning visible: B spreads 2.0 cm more on average after 60 seconds under these conditions.

LEARN BY DOING

Spread-test design

Use the illustrative repeats and inspect the method.

FactorHow controlled/measuredWhyUnit
Sample amount5.0 g eachEqual material quantityg
Load200 g eachEqual applied forceg
Temperature22 °CAffects flow°C
Time60 sDefines comparison points
SpreadTwo perpendicular diameters, averagedReduces shape biascm
  1. Which sample is more repeatable?

  2. Why measure two perpendicular diameters?

  3. Use the table. Name two control variables in the slime spread test and why each is kept the same.

RETRIEVE · APPLY · CHECK

Check your understanding

Answer from memory, then check against the suggested answer.

What is spread diameter?

What is a control variable?

How is a mean calculated?

What is an independent variable?

Why do we repeat measurements?

Apply the idea

Why could warming both samples change the measured spreads?

Stretch and challenge

Why might A spread less at 60 s but more than B after 10 minutes?

Why is the spread measured after exactly 60 s each time?

Exam Question Practice

B2.7Calculate and identify5 marks

Exam Question Practice

Mark points shown after marking

Spread diameter after 60 seconds (illustrative data)
SampleTrial 1 / cmTrial 2 / cmTrial 3 / cm
A4.04.24.1
B6.06.26.1
(a)

Calculate the mean spread for sample A.

(1)
cm
(b)

Calculate the mean spread for sample B.

(1)
cm
(c)

Identify which sample spreads more under these conditions.

(1)
Choose one answer
(d)

State two variables that should be controlled.

(2)

Total for this question: 5 marks

Command word: Show the calculated means with units, then make a conclusion limited to the stated conditions.

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