Download presentation
Presentation is loading. Please wait.
1
Definition (p. 866)
2
Theorem (p. 866)
3
Definition (p. 866)
4
13.2.4 (p. 868) Geometric Interpretation of the Derivative
Theorem (p. 868)
5
Theorem (p. 869)
6
Definition (p. 869)
7
Equation (2) (p. 877) Equation (3) (p. 877) Theorem (p. 878)
8
Using Arc Length as a Parameter (p. 878)
9
Theorem (p. 881) Equation (11) Equation (12)
10
Equation (1) (p. 886) Equation (2) (p. 887)
11
Equation (6) (p. 889) Equation (7)
12
Equation (9) (p. 889) Equation (11) (p. 890) Equation (12) (p. 890)
13
Definition (p. 892)
14
Theorem (p. 893)
15
Equations (9) through (11) (p. 896)
16
Equations (12) through (14) (pp. 896-897)
17
Definition (p. 901)
18
Table (p. 902)
19
Equation (8) (p. 903) Equation (9)
20
Theorem (p. 904) Equations (12) and (13) (p. 905) Equation (14) (p. 905)
21
Theorem (p. 905)
22
Equation (26) (p. 908) Equation (27) (p. 909)
23
(p. 914) Kepler's Laws
24
13.7.2 (p. 915) Newton's Law of Universal Gravitation
Similar presentations
© 2024 SlidePlayer.com. Inc.
All rights reserved.