ocr mei core 4 2.10 a harder parametric equations problem
Published 8 years ago • 6.3K plays • Length 2:18Download video MP4
Download video MP3
Similar videos
-
12:15
ocr mei core 4 2.18 parametric equations: a tricky exam-style question
-
2:25
ocr mei core 4 2.04 write x^2 y^2 = 1 as a pair of parametric equations
-
4:08
ocr mei core 4 2.03 write y = 4x^2 as a pair of parametric equations
-
5:40
ocr mei core 4 2.01 introducing parametric equations
-
4:20
ocr mei core 4 7.07 rotating about the x-axis example 2 involving integration by parts
-
1:53
ocr mei core 4 2.12 write down a pair of parametric equations for 4x^2 16y^2 = 1
-
3:41
ocr mei core 4 2.02 the difference between parametric and cartesian equations
-
4:23
ocr mei core 4 2.15a differentiating with parametric equations the wrong way
-
12:44
undetermined coefficients: solving non-homogeneous odes
-
10:48
derivatives of parametric functions
-
33:29
parametric equations introduction, eliminating the paremeter t, graphing plane curves, precalculus
-
4:21
ocr mei core 4 6.09 solving a worded differential equation problem example 2
-
5:04
ocr mei core 3 5.07 a useful result: the chain rule with ln(x)
-
4:18
ocr mei core 4 2.09 write x = t^2 and y = t^4 as a cartesian equation
-
4:04
ocr mei core 4 6.01 core 2 revision: solving a differential equation
-
3:26
ocr mei core 4 2.17 parametric differentiation: finding the equation of a tangent
-
8:25
ocr mei core 3 7.12 extension integration by substitution question (uses some core 4)
-
2:20
ocr mei core 4 2.16 an example of parametric differentiation
-
4:11
ocr mei core 3 7.09 dealing with definite integrals with integration by substitution
-
1:34
ocr mei core 4 2.06 write x = t^2 and y = 4t - 1 as a cartesian equation
-
1:24
ocr mei core 2 4.12 finding the exact area between a curve and the x-axis using integration