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Aqa maths unit pure core 1 january 2008 mark scheme





Download Paper, download Mark unit Scheme, june 2018 AQA AS-Level january Mathematics (7356) Past Papers.
Cookies, we use cookies to ensure that we give you core the best experience on our website.(4 marks) 3 3 4 (a) The polynomial px is given by px x 3.(5 marks) (iii) Hence find pure the area of the shaded region bounded by the curve y x 3 x 6 and the line.June 2018 AQA A-Level Mathematics (7357) Past Papers.6/6/ MPC1 2 2 Answer all questions.Download Paper, download Mark Scheme, june 2018 AS-Level Further Mathematics (7366D/2 Paper 2 - Discrete Download Paper Download Mark Scheme June 2018 AS-Level Further Mathematics (7366M/2 Paper 2 - Mechanics Download Paper Download Mark Scheme June 2018 AS-Level Further Mathematics (7366S/2 Paper 2 - Statistics.Download Paper, download Mark Scheme, june 2018 A-Level Mathematics (7357/2 Paper.7 (4 marks) (b) pure The diagram shows a right-angled triangle.(a) (i) Find the gradient.(1 mark) pure (iii) State the value of x for which the minimum value of x 2 8x 17 occurs.(2 marks) The equation px 0 has one root equal.(1 mark) (d) Find an equation of the tangent to the curve at the point scheme where.(i) Show that 3k 2 2k 1 0 (4 marks) Hence find the possible values.(2 marks) Hence find an equation of the tangent to the circle at the point A, giving your answer in the form ax by c 0, where a, b and c are integers.(b) Verify that the point P is a stationary point of the curve. Q: Kinematics, r: Forces client and Newtons laws, s: mark Moments.
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June 2018 A-Level Mathematics maths (7357/1 Paper.
1 The line AB has equation 3x.
(i) Find the remainder when px is divided by.(2 marks) unit (c) (i) Find the value of d2 y at the point.AS-Level Mathematics (7356/1 Paper 1, download Paper, download Mark Scheme, aS-Level Mathematics (7356/2 Paper 2, download Paper, download Mark Scheme, june 2018 AQA AS-Level Further Mathematics (7366) Past Papers.The scheme new AQA A level maths specification came into effect in 2017 with mark first exams in 2018.(i) State the y-coordinate of the point.(1 mark) Given that the circle also passes through the points 10, 0 pure and 0, p, sketch the circle and find the value.(a) Show that the x-coordinates of any points of intersection of the curve C with the line L satisfy the equation kx 2 2x 3k 2 0 (1 mark) (b) The curve C and the line L intersect shoujo in two distinct points.Find the value.Information The maximum mark for this paper.The use of calculators (scientific and graphics) is not permitted.Time allowed: 1 hour 30 minutes Instructions Use black ink or black ball-point pen.





OT1: Mathematical argument, aqa maths unit pure core 1 january 2008 mark scheme language and proof (page 11).
Dx2 Hence, or otherwise, determine whether P is a maximum point or a minimum point.

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