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🙏 I want nothing more than a subscribe from you 🙏 If you are interested in private online classes 👨🏫, email 📧 me at krubaseuk@gmail.com You wont regret it 😉. chapters 00:00:00 Introduction 00:00:54 Q1(a) Ch1 Complex numbers Show Modulus Property 00:03:37 Q1(b) Ch1 Complex numbers Show Argument Property 00:06:57 Q2(a) Ch9 Vectors Shortest Distance Point to Plane 00:11:46 Q2(b) Ch9 Vectors Vector Equation of Line 00:13:59 Q2(c) Ch9 Vectors Angle Between Line and Plane 00:16:49 Q2(d) Ch9 Vectors Distance Travelled 00:17:45 Q2(e) Ch9 Vectors Comment on Model 00:18:37 Q3(a) Ch8 Proof by induction Matrix Power 00:24:24 Q3(b) Ch7 Linear transformations Describing Transformation B 00:25:49 Q3(c) Ch7 Linear transformations Composite Transformation C 00:28:22 Q3(d) Ch7 Linear transformations Finding Transformation Matrix Q 00:31:16 Q4(i) Ch1 Complex numbers Finding b c d 00:35:37 Q4(ii)(a) Ch2 Argand diagrams Sketching Loci 00:38:56 Q4(ii)(b) Ch2 Argand diagrams Range of mod(z minus w) 00:42:19 Q5 Ch9 Vectors Three Planes Forming a Sheaf Values of p and q 00:47:27 Q6(a) Ch4 Roots of polynomials Quartic Sum of Reciprocal Roots 00:53:52 Q6(b) Ch4 Roots of polynomials Quartic Sum of Squares of Roots 01:00:34 Q7(a) Polar Coordinates Finding Coordinates A and B 01:16:18 Q7(b) Polar Coordinates Show Value of a 01:16:47 Q7(c) Integration Polar Area of Pool 01:22:43 Q8(a) Ch3 Series Maclaurin Series Show 4th derivative 01:26:26 Q8(b) Ch3 Series Maclaurin Series First Three Non Zero Terms 01:30:52 Scoring and Review Introduction 01:32:06 CORRECTION on Q2(c) 01:43:52 CORRECTION on Q9 01:51:11 Final Thoughts and Outro