1. Difference
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help beside the question
Read or point first. After minus before.
Answer guidance
0.6 mm.
Use your book OR one ticket. Show your explanation with the supplied evidence. Say it, write it, draw it, sign it, choose it or show it; an adult can scribe it.
Plan: investigate how pH affects amylase acting on starch. Iodine turns blue-black when starch is detected; it remains orange-brown when starch is not detected. Today is preparation for the later investigation; no reaction results have been collected.
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
0.6 mm.
Why is one point on a growth chart not a diagnosis?
A single point is a comparison with a reference group; health assessment needs a trend and other appropriate evidence.
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
0.6 mm.
Why is one point on a growth chart not a diagnosis?
A single point is a comparison with a reference group; health assessment needs a trend and other appropriate evidence.
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
0.6 mm.
Calculate the percentage increase from 1.8 to 2.4 mm and state one limit.
0.6 ÷ 1.8 × 100 ≈ 33.3%; an increase in length does not reveal the contribution of division versus elongation.
Choose a route. Think first, then check the answers together.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help beside the question
Read or point first. After minus before.
0.6 mm.
80 out of 100 cells show a marker. What percentage is this?
Help beside the question
Read or point first. Out of 100 means percent.
80%.
Does a marker alone prove a cell is working normally?
Help beside the question
Read or point first. A label and a function are different kinds of evidence.
No; a marker suggests identity but does not by itself prove normal function.
What does the 50th percentile describe?
Help beside the question
Read or point first. Compare a measurement with a reference group.
About half the reference group is below and about half is above that value.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help beside the question
After minus before.
0.6 mm.
80 out of 100 cells show a marker. What percentage is this?
Help beside the question
Out of 100 means percent.
80%.
Does a marker alone prove a cell is working normally?
Help beside the question
A label and a function are different kinds of evidence.
No; a marker suggests identity but does not by itself prove normal function.
What does the 50th percentile describe?
Help beside the question
Compare a measurement with a reference group.
About half the reference group is below and about half is above that value.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help beside the question
After minus before.
0.6 mm.
80 out of 100 cells show a marker. What percentage is this?
Help beside the question
Out of 100 means percent.
80%.
Does a marker alone prove a cell is working normally?
Help beside the question
A label and a function are different kinds of evidence.
No; a marker suggests identity but does not by itself prove normal function.
What does the 50th percentile describe? Give a reason.
Help beside the question
Compare a measurement with a reference group.
About half the reference group is below and about half is above that value. Accept a scientifically correct reason that uses the relevant model or evidence.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Shared resource
Calculate changes and interpret growth or stem-cell data without turning a pattern into a diagnosis or cure claim.
Growth — An increase in size or mass.
Division — One cell produces daughter cells.
Elongation — A cell becomes longer.
Differentiation — A cell develops specialised structures and functions.
Stem cell — An unspecialised cell that can divide and differentiate.
Meristem — A region containing dividing, unspecialised plant cells.
• Animals grow through cell division and differentiation.
• Plants grow through division, elongation and differentiation.
• Embryonic stem cells can form many cell types; most adult stem cells have more limited potential.
• Meristems occur at growing root and shoot tips.
• Calculate a change with the correct unit.
• Read a fictional percentile chart without diagnosing.
• Separate a marker result from a cure claim.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Supported
Name: ____________________
Four checks. Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help: Read or point first. After minus before.
80 out of 100 cells show a marker. What percentage is this?
Help: Read or point first. Out of 100 means percent.
Does a marker alone prove a cell is working normally?
Help: Read or point first. A label and a function are different kinds of evidence.
What does the 50th percentile describe?
Help: Read or point first. Compare a measurement with a reference group.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Supported
1. Difference: 0.6 mm.
2. Percentage: 80%.
3. Measure: No; a marker suggests identity but does not by itself prove normal function.
4. Growth chart: About half the reference group is below and about half is above that value.
1. Plot: X: (0,43), (1,47), (2,51). Reference points match the table.
2. Calculate: X: 51 − 43 = 8 cm; sample length: 2.4 − 1.8 = 0.6 mm.
3. Evaluate: Supported: 80% of the sample carries the marker. Unjustified: 80% of patients will be cured.
1. Calculate: 0.6 mm.
2. Qualify: A single point is a comparison with a reference group; health assessment needs a trend and other appropriate evidence.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Standard
Name: ____________________
Four checks. Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help: After minus before.
80 out of 100 cells show a marker. What percentage is this?
Help: Out of 100 means percent.
Does a marker alone prove a cell is working normally?
Help: A label and a function are different kinds of evidence.
What does the 50th percentile describe?
Help: Compare a measurement with a reference group.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Standard
1. Difference: 0.6 mm.
2. Percentage: 80%.
3. Measure: No; a marker suggests identity but does not by itself prove normal function.
4. Growth chart: About half the reference group is below and about half is above that value.
1. Plot: X: (0,43), (1,47), (2,51). Reference points match the table.
2. Calculate: X: 51 − 43 = 8 cm; sample length: 2.4 − 1.8 = 0.6 mm.
3. Evaluate: Supported: 80% of the sample carries the marker. Unjustified: 80% of patients will be cured.
1. Calculate: 0.6 mm.
2. Qualify: A single point is a comparison with a reference group; health assessment needs a trend and other appropriate evidence.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Stretch
Name: ____________________
Four checks. Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
A sample grows from 1.8 mm to 2.4 mm. What is the increase?
Help: After minus before.
80 out of 100 cells show a marker. What percentage is this?
Help: Out of 100 means percent.
Does a marker alone prove a cell is working normally?
Help: A label and a function are different kinds of evidence.
What does the 50th percentile describe? Give a reason.
Help: Compare a measurement with a reference group.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Stretch
1. Difference: 0.6 mm.
2. Percentage: 80%.
3. Measure: No; a marker suggests identity but does not by itself prove normal function.
4. Growth chart: About half the reference group is below and about half is above that value. Accept a scientifically correct reason that uses the relevant model or evidence.
1. Plot: X: (0,43), (1,47), (2,51). Reference points match the table.
2. Calculate: X: 51 − 43 = 8 cm; sample length: 2.4 − 1.8 = 0.6 mm.
3. Extend the calculation: 0.6 ÷ 1.8 × 100 ≈ 33.3%; an increase in length does not reveal the contribution of division versus elongation.
1. Calculate: 0.6 mm.
2. Extend the calculation: 0.6 ÷ 1.8 × 100 ≈ 33.3%; an increase in length does not reveal the contribution of division versus elongation.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Supported
Name: ____________________
Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
Plot Sample X and the three reference lines; label time and length.
Help: For one line at a time, read month → length, mark each point, join carefully and label the line.
Find the overall increase in X and the change 1.8→2.4 mm.
Help: For each change, subtract start from finish. Record X: ___ cm; tissue: ___ mm.
Write one supported statement and one unjustified claim about the marker result.
Help: Use two frames: the evidence shows ___. It does not yet show ___. Keep observation separate from interpretation.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Shared resource
Name: ____________________
These values are fictional reference data, not a clinical chart. Plot the three percentile lines and Sample X. Describe the pattern without diagnosing.
| Time / months | 25th / cm | 50th / cm | 75th / cm | X / cm |
|---|---|---|---|---|
| 0 | 40 | 44 | 48 | 43 |
| 1 | 44 | 48 | 52 | 47 |
| 2 | 48 | 52 | 56 | 51 |
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10_L3 · Supported · two identical tickets per A4
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second. Write: working ___; answer ___; unit or percent ___.
Why is one point on a growth chart not a diagnosis?
Help: Use: the evidence shows ___, but cannot yet show ___. Think trend, reference population and other evidence.
Point · speak · sign · draw · write · direct an adult
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second. Write: working ___; answer ___; unit or percent ___.
Why is one point on a growth chart not a diagnosis?
Help: Use: the evidence shows ___, but cannot yet show ___. Think trend, reference population and other evidence.
Point · speak · sign · draw · write · direct an adult
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Standard
Name: ____________________
Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
Plot Sample X and the three reference lines; label time and length.
Help: Use the supplied axes sheet; point or direct an adult.
Find the overall increase in X and the change 1.8→2.4 mm.
Help: Keep the two datasets and their units separate.
Write one supported statement and one unjustified claim about the marker result.
Help: Observation is not the same as function or cure.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Shared resource
Name: ____________________
These values are fictional reference data, not a clinical chart. Plot the three percentile lines and Sample X. Describe the pattern without diagnosing.
| Time / months | 25th / cm | 50th / cm | 75th / cm | X / cm |
|---|---|---|---|---|
| 0 | 40 | 44 | 48 | 43 |
| 1 | 44 | 48 | 52 | 47 |
| 2 | 48 | 52 | 56 | 51 |
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10_L3 · Standard · two identical tickets per A4
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second.
Why is one point on a growth chart not a diagnosis?
Help: Think trend, reference population and other evidence.
Point · speak · sign · draw · write · direct an adult
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second.
Why is one point on a growth chart not a diagnosis?
Help: Think trend, reference population and other evidence.
Point · speak · sign · draw · write · direct an adult
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Stretch
Name: ____________________
Point, speak, sign, draw, write or direct an adult. An adult may read or scribe your exact words. Choose one route; do not complete all three.
Plot Sample X and the three reference lines; label time and length.
Help: Use the supplied axes sheet; point or direct an adult.
Find the overall increase in X and the change 1.8→2.4 mm.
Help: Keep the two datasets and their units separate.
Calculate the percentage increase from 1.8 to 2.4 mm and state one limit.
Help: Change ÷ original × 100.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Shared resource
Name: ____________________
These values are fictional reference data, not a clinical chart. Plot the three percentile lines and Sample X. Describe the pattern without diagnosing.
| Time / months | 25th / cm | 50th / cm | 75th / cm | X / cm |
|---|---|---|---|---|
| 0 | 40 | 44 | 48 | 43 |
| 1 | 44 | 48 | 52 | 47 |
| 2 | 48 | 52 | 56 | 51 |
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10_L3 · Stretch · two identical tickets per A4
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second.
Calculate the percentage increase from 1.8 to 2.4 mm and state one limit.
Help: Change ÷ original × 100.
Point · speak · sign · draw · write · direct an adult
Name: ____________________
A length increases from 1.8 to 2.4 mm. Give the change with its unit.
Help: Subtract the first value from the second.
Calculate the percentage increase from 1.8 to 2.4 mm and state one limit.
Help: Change ÷ original × 100.
Point · speak · sign · draw · write · direct an adult
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Standard
1. Difference: 0.6 mm.
2. Percentage: 80%.
3. Measure: No; a marker suggests identity but does not by itself prove normal function.
4. Growth chart: About half the reference group is below and about half is above that value.
1. Plot: X: (0,43), (1,47), (2,51). Reference points match the table.
2. Calculate: X: 51 − 43 = 8 cm; sample length: 2.4 − 1.8 = 0.6 mm.
3. Evaluate: Supported: 80% of the sample carries the marker. Unjustified: 80% of patients will be cured.
1. Calculate: 0.6 mm.
2. Qualify: A single point is a comparison with a reference group; health assessment needs a trend and other appropriate evidence.
MADE BY MATT / LAUNCH SCIENCE
LAUNCH · W10 · Lesson 3 · Shared resource
During We do, the lesson teacher is the named audience. Offer one optional request: clearer labels, fewer cards, reading help, adult-directed handling or more thinking time. Explain what can change, try it and check its effect. Passing or asking privately is valid. No compulsory form or written conversion of speech. Do not infer school marking codes from clicks, saved answers or a completed box.
Supported, Standard and Stretch are alternative scaffolds, not fixed pupil labels. Scribe exact words; distinguish access support from content prompting. Use current school policy separately; automated checks do not demonstrate participation or award evidence.
Original Made by Matt lesson
https://madebymatt.uk/Lessons/Science_Teesside/Launch/W8-W13_2026-27/SCI_L_W10L3_Growth_Stem_Cell_Data_Application_Do.html
Pearson Edexcel GCSE Biology 1BI0 specification, Issue 4 (March 2024)
https://qualifications.pearson.com/content/dam/pdf/GCSE/Science/2016/Specification/gcse-biology-spec.pdf
External sources checked 16 September 2026. The original live lesson and LAUNCH SoW informed this rebuilt local edition. No live file or repository was changed.
Made by Matt