Edexcel AS-Level Maths 2025 Paper 1 (Pure Maths) 🔥 [Unofficial] | 8MA0/01 | Blind-Solved

Описание: chapters
00:00:00 Introduction AS Pure Maths Paper 1 8MA0 May 2025
00:00:50 Q1 Ch4 Graphs and transformations Sketching
00:03:26 Q2(a) Ch5 Straight line graphs Equation of line l
00:05:17 Q2(b) Ch3 Equations and inequalities Defining region R
00:06:51 Q3(a) Ch11 Vectors Exact value of magnitude OB
00:08:30 Q3(b) Ch11 Vectors Size of angle OAB
00:13:07 Q4(a) Ch6 Circles Coordinates of centre and radius
00:15:33 Q4(b) Ch6 Circles Range of k for line intersection
00:18:29 Q5(a) Ch1 Algebraic expressions Writing f(x) in ax^p plus bx^q form
00:19:24 Q5(b) Ch13 Integration Indefinite integral of f(x)
00:20:18 Q6(a) Ch7 Algebraic methods Factor theorem Show relation
00:22:06 Q6(b) Ch7 Algebraic methods Finding a and b using f'(2)
00:24:41 Q7(a) Ch2 Quadratics Modelling profit Explain selling price
00:28:24 Q7(b) Ch2 Quadratics Modelling profit Highest possible selling price
00:32:05 Q7(c) Ch2 Quadratics Modelling profit Show P in completed square form
00:35:09 Q7(d) Ch2 Quadratics Modelling profit Max profit and selling price
00:36:41 Q8 Ch10 Trigonometric identities and equations Solving sin^2(3x) equals 4cos^2(3x)
00:42:55 Q9 Ch2 Quadratics Discriminant Show relation for q
00:45:26 Q10 Ch14 Exponentials and logarithms Solving logarithmic equation
00:48:22 Q11(a) Ch7 Algebraic methods Modelling trough area Show A
00:51:40 Q11(b) Ch12 Differentiation Optimisation Minimum area radius
00:54:21 Q11(c) Ch12 Differentiation Optimisation Show minimum value of A
00:56:13 Q11(d) Ch7 Algebraic methods Modelling trough Minimum cost
00:59:18 Q11(e) Ch7 Algebraic methods Modelling trough Assumption
01:01:00 Q12(a) Ch4 Graphs and transformations Sketching gradient function
01:05:55 Q12(b) Ch12 Differentiation Stating correct gradient function
01:09:55 Q13(a) Ch14 Exponentials and logarithms Modelling tree growth Find A and k
01:16:14 Q13(b) Ch14 Exponentials and logarithms Modelling tree growth Deduce limit
01:17:14 Q13(c) Ch14 Exponentials and logarithms Modelling tree growth Initial height and suitability
01:20:54 Q13(d)(i) Ch12 Differentiation Modelling tree growth Find dh/dt
01:25:51 Q13(d)(ii) Ch12 Differentiation Modelling tree growth Find t for given rate
01:36:57 Q14(a) Ch8 The binomial expansion Find p in terms of k
01:38:23 Q14(b) Ch8 The binomial expansion Possible pairs of a and k
01:44:43 Q15(a) Ch7 Algebraic methods Mathematical proof Primality statement I
01:47:27 Q15(b) Ch7 Algebraic methods Mathematical proof Primality statement II
01:51:06 Correction for Question 15
01:53:22 Questions 1-6 Feedback
01:56:50 Question 7 Feedback
01:58:55 Question 8 Feedback
02:00:26 Question 9 Feedback
02:01:04 Question 10 Feedback
02:01:52 Question 11 Feedback
02:04:32 Question 12 Feedback
02:05:58 Question 13 Feedback
02:08:48 Question 14 Feedback
02:09:46 Question 15 Feedback
02:10:52 Outro