(SOLVED) Cambridge IGCSE Additional Maths Past Paper 1 May/June 2024 0606/12/M/J/24 | 4037/12/M/J/24

🎓Get ready to ace your IGCSE and O level Additional Maths exams with this fully solved IGCSE Additional Maths Past Paper 1 from May/June 2024 (0606/12/M/J/24) or (4037/12/M/J/24)

📘 In this video, we walk through each question, providing model answers with Step-by-step solutions for each question to help you master essential maths concepts.

⚛️ Designed specifically for students preparing for the Cambridge IGCSE Additional Maths curriculum or Cambridge O level Additional Maths.

🏆 Grade threshold: Maximum raw mark available - 80
- Grade A : 53
- Grade B : 39
- Grade C : 25
- Grade D : 19
- Grade E : 13

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⏰ Timestamps:
00:00 Intro
00:43 Q1 Find the values of a, b, and c for the given sinusoidal graph.
02:33 Q2 Given log r + log s = 8, find the value of rs.
04:34 Q3 Given that tan y = 2/x, find the exact value of dy/dx when x = 3/√3.
06:08 Q4 A team of 8 people is to be formed; find the number of possible teams under various conditions.
11:35 Q5 Find the perimeter and area of a trapezium, given its dimensions in terms of surds.
19:11 Q6 A circle has radius 5 and includes a shaded region; find its perimeter and area.
27:51 Q7 A line intersects a curve; find the perpendicular bisector and reflection coordinates.
37:59 Q8 Differentiate a rational function and find its stationary points.
43:59 Q9 Calculate the velocity and position vector of a moving particle, and analyze if it collides with another.
50:10 Q10 Work with arithmetic and geometric progressions to find terms, sums, and conditions for sums to infinity.
57:26 Q11 Given y = ln(x²), find dy/dx and evaluate a related expression.

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