A Level Maths | Livestream | Paper 2 Predicted Topics II | Monday 10th June 2024 @ 7:00 PM | Edexcel
MathsWithDan
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A Level Maths | Livestream | Paper 2 Predicted Topics II | Monday 10th June 2024 @ 7:00 PM | Edexcel
14 732 просмотра · Трансляция закончилась 2 г. назад
MathsWithDan
14,8 тыс. подписчиков
14 732 просмотра · Трансляция закончилась 2 г. назад
Hi guys! In this livestream I went through a couple of topics that didn't show up on Paper 1 of Edexcel A Level Maths taken on the 4th June 2024.
My full list of predicted topics are here:
Vectors
Circles
Trapezium Rule
Graph Transformations
Small Angle Approximations
Modelling with Logs
Log Laws
Exponential Modelling
Modelling with Quadratics
Partial Fractions
Integration By Parts
Integration as the limit of a Sum
Parametric Equations - Differentiation/Integration/Finding the Cartesian Equation
Connected Rates of Change - The Chain Rule
Here is the link to the online notes:
https://onedrive.live.com/view.aspx?r...
Timestamps:
0:00 Testing
0:52 Intro
3:33 Q1) Graph Transformations
5:25 Q1b) State the coordinates of the asymptote of f(x) -3
6:20 Q1c) Find the values of k
7:49 Q1d) Sketch y = -f(x)
9:53 Q2) Connected Rates of Change
11:56 Mathematically Similar Cones
15:35 Q2b) Find the rate of change h when h =12
16:27 “Rate” means “Derivate”
17:18 The Chain Rule
23:40 Q3) Exponential Modelling
24:46 Q3a) Finding the number of lizards at the start of the study
25:50 Q3b) State the value of the upper limit
28:24 Q3c) Find t when N = 780
32:10 Q3d i) Show that DN/DT = N(900-N)/A
44:50 Q3d ii) Hence state the value of N for the maximum rate of growth
49:45 Q4) Show that Trigonometric Identity Question
50:52 Deriving the cosec^2 Pythagorean Identity
55:35 Deriving the sec^2 Pythagorean Identity
1:02:04 Q5a) Parametric Equations – Finding P
1:05:00 Q5b) Finding the equation of the normal at P
1:11:45 Q5c) Parametric Integration
1:15:55 Parametric Integration Formula
1:17:25 Finding the x intercept
1:12:33 Finding the limits in terms of theta
1:24:17 Reversing the limits of integration
1:31:33 Q5d) Find the exact area of S
1:33:10 The Reverse Chain Rule
1:45:11 Q6a) Implicit Differentiaition – Proving the derivative of 2^x
1:48:53 Q6b) Finding the equation of the tangent
1:57:55 Formula Sheets
1:59:56 “Could you quickly go over if y is increasing or decreasing”
2:00:45 “What does the second derivative tell you?”
2:01:49 Integral of 2^x
2:04:05 Integral of sin^2x
2:08:55 Outro