Name:________________________________ Date:___________ PC: Conic Sections Do Now: Ms. Loughran 1. Given 5( x + 1) 2 + 3 y 2 = 15 . Find each of the following. Center: Major axis length: Minor axis length: Vertices: Covertices: Foci: 2. Given ( y + 1) 2 49 − ( x − 3) 2 25 = 1 . Find each of the following. Center: Vertices: Foci: Aymptotes: r r TX Ts tho VMA 2B D7y a2 5 a Btt 253 b 3 b BI 2 5 3 2 f 1,0 tiers rats f Itf 0 them t yob VTA 3 1 th 3 Et fl 8 92 49 a 7 12 25,6 5 3 6 p a2tb 3 Itf p 4at25 2 74 y K IFK h c F4tt y ti Flx 3 ytl IICx 3
This document is posted to help you gain knowledge. Please leave a comment to let me know what you think about it! Share it to your friends and learn new things together.
Transcript
Name:________________________________ Date:___________ PC: Conic Sections Do Now: Ms. Loughran 1. Given 5(x +1)2 + 3y2 = 15 . Find each of the following. Center: Major axis length: Minor axis length: Vertices: Covertices: Foci:
2. Given ( y +1)2
49− (x − 3)2
25= 1. Find each of the following.
Center: Vertices: Foci: Aymptotes:
r rTX Ts
tho VMA
2BD7ya2 5 a Btt
253 b 3 b BI2 5 3 2
f 1,0 tiersrats
f Itf 0them
tyob
VTA
3 1 th
3 Et fl8 92 49 a 7
12 25,6 53 6p a2tb3 Itfp 4at252 74
y K IFKh c F4tt
y ti Flx 3ytl IICx 3
HTA
f 25 a SE Center 5 1 D15 9,6 3 vertices SIS 12 25 9c2 34 foci 51354 1
THEasymptiytf.IE x
5Y
pryit
i
Continuing from yesterday...
25g 100g 92 72 269 NY
251yd4yt4 9178 161 26941259116
252 25 9K 452237
Had KISII X 2 7VTA opensupanddown f4,5
I
a2 9 a 3Tt center 4,215 25,155 vortices 4,213144 1 l
2 9125 34 foci 4,2154i
5494 asym y 2 1 31 4
4724 y 14g 28
4176 9 y2_4yt4 281419 44 ny
41 35 ly2
k2
ly2
iHTAlopenslettandrighHCenter 3,2 14,2
a I a II vertices 311,2542,21,2 4,152 foci SIR 22 11 4 5