This video is a complete, step-by-step walkthrough of the OCR GCSE Mathematics Paper 6 Higher Tier June 2025. Ideal for students preparing for the summer exams or resits, this video clearly explains every question using accessible methods, calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io

✅ Official Mark Scheme (PDF): https://mathvault.io

✍️ Worked Solutions (PDF): https://mathvault.io

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1 Two-way sample space and probability of multiples
✅ Q2 Translating a triangle using a vector
✅ Q3a Percentage reduction in price
✅ Q3b Explaining why a graph is misleading
✅ Q4 Drawing a plan view of a triangular prism
✅ Q5 Negative indices and comparing small values
✅ Q6a Error interval for a rounded width
✅ Q6b Bounds reasoning to show a fridge may not fit
✅ Q7 Forming equations from percentages and ratios
✅ Q8 Constructing a perpendicular line from a point
✅ Q9a Solving a linear equation
✅ Q9b Solving a quadratic equation by factorising
✅ Q10 Surface area of a sphere and cube
✅ Q11 Reverse compound interest
✅ Q12 SUVAT formulae and constant acceleration
✅ Q13 Similar triangles and scale factors
✅ Q14 Prime factor decomposition using index laws
✅ Q15 Probability tree diagram without replacement
✅ Q16a Sketching y = -x²
✅ Q16b Recognising a tangent graph
✅ Q17 Box plots and comparing averages
✅ Q18 Counting even passcodes with no repeated digits
✅ Q19 Enlargement with negative scale factor
✅ Q20 Flow rate graph and area under a graph
✅ Q21 Solving simultaneous equations with a circle and line
✅ Q22 3D trigonometry in a square-based pyramid
✅ Q23 Exponential cooling model
✅ Q24 Showing a root exists and estimating a solution
✅ Q25 Proportion problem using a two-way table

TIMESTAMPS

0:00 Intro
0:36 Q1 Sample space and multiples of 8
1:26 Q2 Translation by vector
2:51 Q3a Percentage reduction
3:41 Q3b Misleading graph
4:17 Q4 Plan view of a prism
5:27 Q5 Negative indices and smallest value
6:43 Q6a Error interval
7:13 Q6b Bounds and fitting problem
10:11 Q7 Percentages, ratios and total members
13:10 Q8 Perpendicular construction
14:37 Q9a Solving a linear equation
15:01 Q9b Solving a quadratic by factorising
16:16 Q10 Sphere and cube surface area
17:40 Q11 Reverse compound interest
18:44 Q12 SUVAT and distance travelled
20:18 Q13 Similar triangles
21:52 Q14 Product of prime factors
22:37 Q15 Probability tree without replacement
23:56 Q16a Sketching y = -x²
24:15 Q16b Equation of a tangent graph
24:48 Q17a Percentage from a box plot
25:29 Q17b Comparing median race times
26:57 Q18 Counting even four-digit passcodes
30:57 Q19 Enlargement with negative scale factor
34:55 Q20 Flow rate graph and volume
37:03 Q21 Circle and straight line intersections
38:17 Q22 Square-based pyramid trigonometry
41:16 Q23 Exponential model for cooling
42:50 Q24a Showing a solution lies in an interval
43:59 Q24b Estimating the solution by iteration
47:41 Q25 Proportion of black tiles

🎯 Who Is This For?

• Year 10 & 11 students preparing for OCR Higher Tier GCSE Maths
• Students revising independently or with a tutor
• Students preparing for GCSE Maths calculator papers
• Students resitting OCR GCSE Maths
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more full paper walkthroughs, exam tips, and GCSE Maths revision.

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This video is a complete, step-by-step walkthrough of the OCR GCSE Mathematics Paper 5 Higher Tier June 2025. Ideal for students preparing for the summer exams or resits, this video clearly explains every question using accessible methods, non-calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io

✅ Official Mark Scheme (PDF): https://mathvault.io

✍️ Worked Solutions (PDF): https://mathvault.io

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1a Multiplying negative decimals
✅ Q1b Dividing decimals by rewriting as fractions
✅ Q2 Percentage score and deciding whether a student passes
✅ Q3 Describing a rotation fully using centre, angle and direction
✅ Q8 Ratio problem with possible differences between lengths
✅ Q9 Completing a two-way table with fractions and percentages
✅ Q10 Forming and simplifying an expression for total age
✅ Q11 Estimation using density, mass and volume of a cube
✅ Q12 Proving two triangles are congruent
✅ Q13 Direct proportion with square roots
✅ Q14a Evaluating a fractional index
✅ Q14b Simplifying expressions with negative indices
✅ Q15a Completing the square
✅ Q15b Finding the turning point of a quadratic
✅ Q16 Rearranging a formula to make a the subject
✅ Q17a Completing a histogram using frequency density
✅ Q17b Range inequality from grouped data
✅ Q18 Dividing recurring decimals and giving a mixed number
✅ Q19 Area of a semicircle and sector problem
✅ Q20 Simplifying algebraic fractions by factorising
✅ Q21a Identifying the assumption in a probability calculation
✅ Q21b Probability without replacement using a tree diagram
✅ Q22 Cosine rule, exact trigonometry and area of a triangle

TIMESTAMPS

0:00 Intro
0:28 Q1a Multiplying negative decimals
1:07 Q1b Dividing decimals as fractions
1:27 Q2 Percentage exam score
2:52 Q3 Describing a rotation
12:58 Q8 Ratio of lengths of wood
16:51 Q9 Completing a two-way table
19:33 Q10 Expression for total age
20:27 Q11 Density, mass and cube volume estimation
23:23 Q12 Proving congruent triangles
25:38 Q13 Direct proportion with square roots
26:19 Q14a Fractional indices
26:35 Q14b Negative indices and simplifying
27:27 Q15a Completing the square
28:14 Q15b Turning point of a quadratic
28:35 Q16 Rearranging a formula
29:32 Q17a Completing a histogram
32:40 Q17b Range inequality
34:07 Q18 Recurring decimals as a mixed number
36:20 Q19 Area of a semicircle and sector
38:44 Q20 Simplifying algebraic fractions
39:54 Q21a Probability assumption
40:49 Q21b Probability without replacement
44:59 Q22 Cosine rule and triangle area

🎯 Who Is This For?

• Year 10 & 11 students preparing for OCR Higher Tier GCSE Maths
• Students revising independently or with a tutor
• Students preparing for GCSE Maths non-calculator papers
• Students resitting OCR GCSE Maths
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more full paper walkthroughs, exam tips, and GCSE Maths revision.

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This video is a complete, step-by-step walkthrough of the OCR GCSE Mathematics Paper 4 Higher Tier June 2025. Ideal for students preparing for the summer exams or resits, this video clearly explains every question using accessible methods, calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io

✅ Official Mark Scheme (PDF): https://mathvault.io

✍️ Worked Solutions (PDF): https://mathvault.io

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1 Calculator evaluation and rounding to 3 significant figures
✅ Q2 Ratio conversion using grams and kilograms
✅ Q3 Perimeter of a rectangle with a semicircle removed
✅ Q4a Describing correlation from scatter diagrams
✅ Q4b Drawing a line of best fit and estimating profit
✅ Q5a Identifying equations and identities
✅ Q5b Finding the equation of a parallel straight line
✅ Q6 Average speed over a whole journey
✅ Q7a Interior angle of a regular pentagon
✅ Q7b Number of sides of a regular polygon
✅ Q8 Criticising and improving a sampling method
✅ Q9a Writing a decimal in standard form
✅ Q9b Population density using standard form
✅ Q10 Laws of indices and finding k
✅ Q11 Function machines and simultaneous equations
✅ Q12 Area of a trapezium using Pythagoras
✅ Q13 Circle theorem and angles at the centre
✅ Q14a Cumulative frequency and top-half reasoning
✅ Q14b Finding the minimum mark for a commendation
✅ Q15 Inverse proportion with the square of x
✅ Q16a Exponential growth model and initial population
✅ Q16b Percentage increase from a multiplier
✅ Q16c Showing when a population reaches 1000
✅ Q16d Interpreting limitations of a prediction model
✅ Q17a Equation of a circle
✅ Q17b Checking whether a point lies inside or outside a circle
✅ Q18a Iterative sequences and finding k
✅ Q18b Finding the first term of a sequence
✅ Q18c Explaining a constant sequence
✅ Q19 Expanding and simplifying surds
✅ Q20 Sine rule to find a missing side
✅ Q21a Average rate of change from a graph
✅ Q21b Estimating gradient using a tangent
✅ Q22 Conditional probability using a Venn diagram
✅ Q23a Simplifying an algebraic expression into factorised form
✅ Q23b Finding the value of x that gives the minimum value

TIMESTAMPS

0:00 Intro
0:30 Q1 Calculator evaluation and rounding
1:10 Q2 Ratio with unit conversion
1:57 Q3 Perimeter with a semicircle
4:11 Q4a Correlation from scatter diagrams
4:45 Q4b Line of best fit and estimation
6:09 Q5a Equations and identities
6:54 Q5b Equation of a parallel line
7:46 Q6 Average speed over a whole race
10:07 Q7a Interior angle of a regular pentagon
11:47 Q7b Number of sides of a regular polygon
14:04 Q8 Sampling method criticism
16:27 Q9a Standard form
16:48 Q9b Population density
18:24 Q10 Laws of indices
19:25 Q11 Function machines and simultaneous equations
22:07 Q12 Area of a trapezium
24:46 Q13 Circle theorem and angle at the centre
26:16 Q14a Cumulative frequency top-half reasoning
28:28 Q14b Minimum mark for commendation
29:25 Q15 Inverse proportion
30:17 Q16a Fish population model
30:45 Q16b Percentage increase per year
31:07 Q16c Showing population reaches 1000
32:41 Q16d Why the prediction may not happen
33:32 Q17a Equation of a circle
33:55 Q17b Point inside or outside a circle
36:46 Q18a Iterative sequence and finding k
37:22 Q18b Finding u1
37:55 Q18c Explaining a constant sequence
38:38 Q19 Expanding and simplifying surds
39:35 Q20 Sine rule
40:52 Q21a Average rate of change
41:53 Q21b Estimating gradient with a tangent
44:12 Q22 Conditional probability with a Venn diagram
46:38 Q23a Simplest factorised form
48:11 Q23b Minimum value of the expression

🎯 Who Is This For?

• Year 10 & 11 students preparing for OCR Higher Tier GCSE Maths
• Students revising independently or with a tutor
• Students preparing for GCSE Maths calculator papers
• Students resitting OCR GCSE Maths
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more full paper walkthroughs, exam tips, and GCSE Maths revision.

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This video is a complete, step-by-step walkthrough of a GCSE Maths Predicted Paper 3 for June 2026, suitable for Edexcel, AQA and OCR exam preparation. Ideal for students preparing for the summer GCSE Maths exams, this walkthrough clearly explains every question using accessible methods, calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io

✅ Worked Solutions (PDF): https://mathvault.io

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1 Find the midpoint between two coordinates
✅ Q2 Solve simultaneous equations by elimination
✅ Q3 Form and solve an equation using probability
✅ Q4 Similar quadrilaterals and scale factors
✅ Q5a Percentage increase
✅ Q5b Depreciation using a multiplier
✅ Q6 Circumference, diameter and area of circles
✅ Q7a Factorise a quadratic expression
✅ Q7b Solve a quadratic equation by factorising
✅ Q8a Convert standard form to an ordinary number
✅ Q8b Standard form calculation
✅ Q9 Combined probability from two bags of counters
✅ Q10a Represent an inequality on a number line
✅ Q10b Describe a shaded region using inequalities
✅ Q11 Area, Pythagoras and perimeter of a right-angled triangle
✅ Q12a Complete a table of values
✅ Q12b Plot and draw a reciprocal-style graph
✅ Q12c Use a graph to solve an equation
✅ Q13a Simplify powers with fractional indices
✅ Q13b Express n in terms of m and p using index laws
✅ Q14a Estimate the median from a cumulative frequency graph
✅ Q14b Estimate the interquartile range
✅ Q14c Work out money from premium plants
✅ Q15 Circle theorems with angles at the centre and circumference
✅ Q16 Convert a recurring decimal to a fraction using algebra
✅ Q17 Inverse proportion with square roots
✅ Q18 Venn diagram probability
✅ Q19 Composite functions and algebraic fractions
✅ Q20 Find a quadratic equation from its solutions
✅ Q21 Estimate frequency from a histogram
✅ Q22 Tangents to a cubic curve and finding values of b
✅ Q23 Similar shapes using area, length and volume scale factors
✅ Q24 Bounds and suitable degree of accuracy
✅ Q25 Arithmetic sequence and sum of terms
✅ Q26 Density, volume of a cone and volume of a hemisphere

TIMESTAMPS

0:00 Q1 Midpoint of two coordinates
0:33 Q2 Simultaneous equations
1:51 Q3 Probability and forming an equation
3:54 Q4 Similar quadrilaterals and scale factors
5:57 Q5a Percentage increase
6:39 Q5b Depreciation over 3 years
7:34 Q6 Circles: circumference, diameter and area
10:43 Q7a Factorising a quadratic
11:24 Q7b Solving a quadratic by factorising
11:48 Q8a Standard form to ordinary number
12:16 Q8b Standard form calculation
14:03 Q9 Probability with counters in bags
16:14 Q10a Inequality on a number line
16:35 Q10b Shaded region inequalities
17:52 Q11 Right-angled triangle perimeter
19:52 Q12a Complete the table of values
20:53 Q12b Plot and draw the graph
23:27 Q12c Solve an equation using a graph
26:42 Q13a Fractional indices
27:57 Q13b Index laws with algebra
28:48 Q14a Median from cumulative frequency
29:43 Q14b Interquartile range
31:12 Q14c Premium plants and total money
32:26 Q15 Circle theorems
34:13 Q16 Recurring decimal to fraction
36:09 Q17 Inverse proportion
36:59 Q18 Venn diagram probability
39:09 Q19 Functions and composite functions
40:21 Q20 Quadratic equation from solutions
42:39 Q21 Histogram frequency estimate
46:03 Q22 Tangents to a cubic curve
52:05 Q23 Similar shapes and volume
54:09 Q24 Bounds and suitable accuracy
60:17 Q25 Arithmetic sequence and sum
63:40 Q26 Density, cone and hemisphere volume

🎯 Who Is This For?

• Year 10 & 11 students preparing for GCSE Maths Paper 3
• Students revising for Edexcel, AQA or OCR GCSE Maths
• Higher students practising calculator paper problem-solving
• Students preparing for the June 2026 GCSE Maths exams
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more GCSE Maths predicted papers, full paper walkthroughs, exam tips and revision videos.

#gcsemaths #gcsemaths2026 #gcse2026 #mathsrevision #predictedpaper #paper3 #edexcelmaths #aqamaths #ocrmaths #calculatorpaper #mathswalkthrough #gcseexampractice #mathstutorial #keystage4 #mathshelp #highermaths #maths2026

This video is a complete, step-by-step walkthrough of a GCSE Maths Predicted Paper 2 for June 2026, suitable for Edexcel, AQA and OCR exam preparation. Ideal for students preparing for the summer GCSE Maths exams, this walkthrough clearly explains every question using accessible methods, calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io/

✅ Worked Solutions (PDF): https://mathvault.io/

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1 Estimate the mean from a grouped frequency table
✅ Q2 Estimate a calculation by rounding to 1 significant figure
✅ Q3 Construct an angle bisector using ruler and compass
✅ Q4 Use range, median and mean to find missing integers
✅ Q5 Add mixed numbers and show the required result
✅ Q6 Ratio sharing and fractions/decimals of amounts
✅ Q7a Lower bound for a rounded weight
✅ Q7b Upper bound for a rounded height
✅ Q8 Laws of indices and finding an unknown power
✅ Q9 Reverse percentage increase problem
✅ Q10a Simplify an expression with power zero
✅ Q10b Solve a linear inequality
✅ Q10c Factorise an algebraic expression fully
✅ Q10d Simplify algebraic fractions with indices
✅ Q11 Pythagoras, trigonometry and sine rule in triangles
✅ Q12 Interior and exterior angles of a regular polygon
✅ Q13 Probability with beads from a bag and a box
✅ Q14a Expand and simplify algebraic brackets
✅ Q14b Solve an algebraic fraction equation
✅ Q15 Area of a sector
✅ Q16 Interquartile range from a list of data
✅ Q17 Rationalising a surd denominator
✅ Q18 Rearranging a formula to make y the subject
✅ Q19 Cosine rule to find an angle
✅ Q20 Equation of a perpendicular line
✅ Q21 Completing the square
✅ Q22 Probability without replacement and complementary probability
✅ Q23 Substitution and algebraic fractions
✅ Q24 Graph transformations of turning points
✅ Q25 Solving a quadratic inequality
✅ Q26 3D Pythagoras, trigonometry and volume of a prism
✅ Q27 Vector proof and finding a scalar value
✅ Q28 Simultaneous equations with a circle and straight line

TIMESTAMPS

0:00 Intro
0:33 Q1 Estimate the mean from grouped data
3:18 Q2 Estimation using 1 significant figure
3:58 Q3 Construct an angle bisector
5:14 Q4 Missing integers using range, median and mean
7:32 Q5 Add mixed numbers — show that
9:04 Q6 Ratio sharing and charity amounts
11:23 Q7a Lower bound of a weight
12:14 Q7b Upper bound of a height
12:54 Q8 Laws of indices
13:50 Q9 Reverse percentage increase
15:58 Q10a Simplifying with power zero
16:06 Q10b Solving a linear inequality
16:33 Q10c Factorising fully
17:41 Q10d Simplifying algebraic indices
18:07 Q11 Pythagoras, trigonometry and sine rule
24:00 Q12 Regular polygon angles
26:00 Q13 Probability with beads
27:55 Q14a Expand and simplify
29:31 Q14b Solve an algebraic fraction equation
31:05 Q15 Area of a sector
31:48 Q16 Interquartile range
32:56 Q17 Rationalising the denominator
34:48 Q18 Make y the subject
36:27 Q19 Cosine rule
38:09 Q20 Perpendicular straight line equation
39:40 Q21 Completing the square
41:29 Q22 Probability without replacement
47:17 Q23 Substitution into algebraic fractions
49:54 Q24 Transformations of graphs
50:51 Q25 Quadratic inequality
52:59 Q26 3D trigonometry and volume of a prism
59:56 Q27 Vectors and scalar value
69:38 Q28 Circle and straight line intersections

🎯 Who Is This For?

• Year 10 & 11 students preparing for GCSE Maths Paper 2
• Students revising for Edexcel, AQA or OCR GCSE Maths
• Higher students practising calculator paper problem-solving
• Students preparing for the June 2026 GCSE Maths exams
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more GCSE Maths predicted papers, full paper walkthroughs, exam tips and revision videos.

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This video is a complete, step-by-step walkthrough of a GCSE Maths Predicted Paper 1 for June 2026, suitable for Edexcel, AQA and OCR exam preparation. Ideal for students preparing for the summer GCSE Maths exams, this walkthrough clearly explains every question using accessible methods, non-calculator techniques and exam-ready reasoning to help you secure every possible mark.

🔗 DOWNLOADS & RESOURCES:

📄 Blank Question Paper (PDF): https://mathvault.io/edexcel-gcse/

✅ Worked Solutions (PDF): https://mathvault.io/edexcel-gcse/

🎓 Book a 1-to-1 GCSE Maths Tuition: https://wa.link/tv3vab

❤️ Support me: https://buymeacoffee.com/mathvault.io

📌 What’s Covered in This Video:

✅ Q1a Prime factor decomposition of 210
✅ Q1b Highest common factor using prime factors
✅ Q2a Set notation and A prime from a Venn diagram
✅ Q2b Probability from A intersection B
✅ Q3 Ordering numbers in standard form
✅ Q4 Adding mixed numbers and giving the answer as a mixed number
✅ Q5 Reverse percentage problem using a sale reduction
✅ Q6 Angles in a regular pentagon and equilateral triangles
✅ Q7a Independent probability and finding P
✅ Q7b Probability of working in the office for three days
✅ Q8a Laws of indices with multiplication and division
✅ Q8b Negative indices
✅ Q8c Fractional powers and cube roots
✅ Q9 Solving a quadratic equation by factorising
✅ Q10a Reading values from an inverse proportion graph
✅ Q10b Finding the fixed volume of a cuboid
✅ Q10c Surface area of a cuboid with square cross-section
✅ Q11 Ratio to percentage comparison
✅ Q12a Drawing a histogram using frequency density
✅ Q12b Estimating a fraction from a histogram
✅ Q13 Subtracting recurring decimals and converting to a fraction
✅ Q14 Direct proportion with x squared
✅ Q15 Estimating gradient from a distance-time graph
✅ Q16 Arc length and area of a sector
✅ Q17 Rearranging a formula to make pi the subject
✅ Q18 Ratio and coin value problem
✅ Q19 Circle theorem proof: angle at the centre is double the angle at the circumference
✅ Q20a Sketching the sine graph
✅ Q20b Solving sin x = cos x between 0° and 180°
✅ Q21a Finding an inverse function value
✅ Q21b Comparing functions and solving inequalities using graphs

TIMESTAMPS

0:00 Intro
0:00 Q1a Prime factor decomposition of 210
1:02 Q1b Highest common factor of 210 and 90
2:23 Q2a Set notation: finding A prime
2:47 Q2b Probability from A intersection B
3:13 Q3 Ordering numbers in standard form
4:07 Q4 Adding mixed numbers
5:01 Q5 Reverse percentage sale price problem
6:43 Q6 Angles in pentagons and equilateral triangles
8:32 Q7a Independent probability: finding P
9:35 Q7b Probability of working in the office
10:06 Q8a Laws of indices
10:35 Q8b Negative indices
10:43 Q8c Fractional powers and cube roots
10:58 Q9 Solving a quadratic by factorising
11:46 Q10a Completing a table from a graph
14:14 Q10b Finding the volume of a cuboid
18:09 Q10c Surface area of a cuboid
20:06 Q11 Ratio and percentage comparison
24:41 Q12a Drawing a histogram
29:21 Q12b Estimating a fraction from a histogram
31:28 Q13 Recurring decimals to fractions
33:19 Q14 Direct proportion with x squared
34:14 Q15 Gradient of a distance-time graph
36:05 Q16 Arc length and area of a sector
37:58 Q17 Rearranging a formula
38:45 Q18 Ratio and coin value problem
44:22 Q19 Circle theorem proof
49:13 Q20a Sketching the sine graph
49:28 Q20b Solving sin x = cos x
51:31 Q21a Inverse functions
52:01 Q21b Comparing functions and solving inequalities

🎯 Who Is This For?

• Year 10 & 11 students preparing for GCSE Maths Paper 1
• Students revising for Edexcel, AQA or OCR GCSE Maths
• Foundation and Higher students practising non-calculator skills
• Students preparing for the June 2026 GCSE Maths exams
• Teachers, parents and tutors supporting GCSE revision

👍 Like the video if it helped you, comment your questions below, and share with classmates!
👉 Subscribe for more GCSE Maths predicted papers, full paper walkthroughs, exam tips and revision videos.

#gcsemaths #gcsemaths2026 #gcse2026 #mathsrevision #predictedpaper #paper1 #edexcelmaths #aqamaths #ocrmaths #noncalculator #mathswalkthrough #gcseexampractice #mathstutorial #keyStage4 #mathshelp #foundationmaths #highermaths #maths2026