AQA FP4 Jan 2010 Q6

preview_player
Показать описание
AQA Further Pure 4 Januray 2010 exam paper. Involves finding when planes are parallel or perpendicular. Also finding the cartesian equation of a plane and the intersection between two planes. Also finding the vector equation of a plane in parametric form.
  1. Mohammed Ladak
  2. Lines
  3. Matrix
  4. Vector
  5. Equation Of Plane
  6. Further Maths
Рекомендации по теме
AQA FP4 Jan 0:19:24

AQA FP4 Jan 2010 Q6

FMSP Revision: AQA 0:18:05

FMSP Revision: AQA FP4 January 2010 qn 6 Vector Geometry

AQA FP4 Jan 0:24:12

AQA FP4 Jan 2010 Q7

AQA FP4 Jan 0:12:33

AQA FP4 Jan 2013 Q6

AQA FP4 Jan 0:12:25

AQA FP4 Jan 2010 Q5

FMSP Revision: AQA 0:10:25

FMSP Revision: AQA FP4 January 2010 qn 5 Matrices and Transformations

AQA FP4 Jan 0:15:15

AQA FP4 Jan 2010 Q4

FMSP Revision: AQA 0:03:02

FMSP Revision: AQA FP4 January 2010 qn 1 Matrices and Transformations

AQA Further Pure 0:13:50

AQA Further Pure 4 FP4 Jan 2013 Q6 planes, lines, direction cosines

FMSP Revision: AQA 0:19:45

FMSP Revision: AQA FP4 June 2010 qn 6 Vector Geometry

AQA FP4 Jan 0:10:43

AQA FP4 Jan 2010 Q3

AQA FP4 Jan 0:06:00

AQA FP4 Jan 2010 Q1

AQA FP4 Jan 0:10:05

AQA FP4 Jan 2010 Q2

AQA FP4 - 0:09:15

AQA FP4 - Parametric equation of a plane

AQA FP4 - 0:09:28

AQA FP4 - Vector equation of a line

AQA FP4 June 0:13:24

AQA FP4 June 2009 Q6

FMSP Revision: AQA 0:10:04

FMSP Revision: AQA FP1 January 2010 qn 6 Matrices and Transformations

FMSP Revision: AQA 0:16:03

FMSP Revision: AQA FP4 June 2010 qn 7 Eigenvalues and Eigenvectors

FMSP Revision: AQA 0:08:32

FMSP Revision: AQA FP4 June 2010 qn 8 Matrices and Transformations

FMSP Revision: AQA 0:13:22

FMSP Revision: AQA FP4 June 2011 qn 6 Matrices and Transformations

AQA FP4 Jan 0:11:13

AQA FP4 Jan 2013 Q5

AQA FP4 Jan 0:14:04

AQA FP4 Jan 2013 Q4

AQA FP4 Jan 0:06:16

AQA FP4 Jan 2013 Q3

AQA FP4 Jan 0:17:51

AQA FP4 Jan 2013 Q8

Комментарии
Автор

Your videos are super helpful, thanks! One thing though, at 8:25 p would be equal to -1/2. This is because you didn't multiply the 2 in 2p-2. So it should be -3=2p-4, which would make p equal to 1/2.

Bspammer
Автор

Well spotted! I will add an annotation..

mathedup