| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
15 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
184 MATHEMATICS Hence, any point on the parabola satisfie... |
18 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
19 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 185 10.4.2 Latus rectum Definition 3 Latus... |
20 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
21 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
186 MATHEMATICS Example 6 Find the equation of the parabo... |
22 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
23 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 187 7. Focus (6,0); directrix x = – 6 8. F... |
24 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
25 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
188 MATHEMATICS 10.5.1 Relationship between semi-major ax... |
26 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 191 2 2 x y So, any point that satisfies 2... |
32 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
33 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
192 MATHEMATICS 10.5.4 Latus rectum Definition 6 Latus re... |
34 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
35 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 193 2 2 x y axis is along the x-axis. Comp... |
36 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
37 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
194 MATHEMATICS Given that a = 13, c = ± 5. 2 2 2 Therefo... |
38 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
39 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 195 x 2 y2 + 247 =1 , i.e., 7x + 15y = 247... |
40 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
41 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 197 10.6.1 Eccentricity c Definition 8 Jus... |
44 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
45 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
198 MATHEMATICS Using the distance formula, we have (x + ... |
46 |
|
Delete Content |
| Chapter 10 - Mathematics |
image |
/default_org/ncert_images/class-xi/ma... |
47 |
|
Delete Content |
| Chapter 10 - Mathematics |
text |
CONIC SECTIONS 199 c cx Therefore PF 1 PF = 2 + x – + a =... |
48 |
|
Delete Content |