Question

please find my question attached.

Answer 1

Question 10E

Answer 2

\[(x-a)^{2}=y-b \]
and
\[(x-c)^{2}=y-d\]

Answer 3

so,the two equations represent shifted parabolas.......i hope you can draw their graphs

Answer 4

How do I draw the graph?

Answer 5

\[(x-a)^{2}=4(1/4)(y-b) \]
and
\[(x-c)^{2}=4(1/4)(y-d)\]

Answer 6

what did you do?

Answer 7

remembet the standard form \[x^2=4ay\]

Answer 8

no.

Answer 9

i made the parabolas in standard form x^2=4ay

Answer 10

the first equation represents the parabola with vertex at (a,b)
and second with vertex at (c,d)

Answer 11

I have not dealt specifically with parabolas, only quadratics.

Answer 12

means firstly you should know parabola basics........then

Answer 13

ok.

Answer 14

http://www.dummies.com/how-to/content/how-to-graph-a-parabola.html

Answer 15

check this .......it will help you
if you dont get any point ,i willl explain

Answer 16

thanks.