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Applications of derivatives - Tangent and normal lines, linear approximation

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Tangent and normal lines - Level A
  • Exercise 1
    5:38
  • Exercise 1alt
    7:25
  • Exercise 2
    6:33
  • Exercise 2alt
    11:59
  • Exercise 3
    12:34
  • Exercise 3alt
    17:04
  • Exercise 4
    13:04
  • Exercise 4alt
    16:10
  • Exercise 5
    6:04
  • Exercise 5alt
    8:14
  • Exercise 6
    9:46
  • Exercise 7
    8:29
  • Exercise 8a
    13:57
  • Exercise 8b
    4:09
  • Exercise 9
    8:02
  • Exercise 10
    6:53
  • Exercise 11
    5:18
  • Exercise 12
    13:44
Tangent and normal lines - Level B
  • Exercise 1
    8:55
  • Exercise 2
    6:59
  • Exercise 3
    11:29
  • Exercise 4a
    11:01
  • Exercise 4b
    0:44
  • Exercise 5a
    3:04
  • Exercise 5b
    9:34
  • Exercise 6
    16:35
  • Exercise 7
    11:22
  • Exercise 8a
    3:23
  • Exercise 8b
    2:53
  • Exercise 9a
    3:29
  • Exercise 9b
    11:40
  • Exercise 10
    10:19
  • Exercise 11
    24:59
Tangent and normal lines - implicit
  • Exercise 1
    9:28
  • Exercise 2a
    4:44
  • Exercise 2b
    8:16
  • Exercise 3
    11:02
Tangent and normal lines - f^g
  • Exercise 1
    10:46
  • Exercise 2
    16:28
Tangent and normal lines - parametric
  • Exercise 1a
    10:16
  • Exercise 1b
    12:18
Tangent and normal lines - angles
  • Exercise 1
    14:01
  • Exercise 2a
    7:55
  • Exercise 2b
    9:49
Vertical tangents and cusps
  • Exercise 1a
    7:09
  • Exercise 1b
    5:30
  • Exercise 2a
    2:54
  • Exercise 2b
    6:56
  • Exercise 3
    6:11
  • Exercise 4a
    4:56
  • Exercise 4b
    2:17
  • Exercise 5a
    6:58
  • Exercise 5b
    0:47
  • Exercise 5c
    4:18
Linear Approximation
  • Linear Approximation 1
    11:43
  • Linear Approximation 2
    7:34
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