Question

HELP ASAP PLZ

Answer 1

@mhchen @davejavous

Answer 2

@welshfella

Answer 3

which would be right please help ASAP

Answer 4

please make this as quick as possible please

Answer 5

The general equation for an elipse is:
\[\frac{ (x-h)^2 }{ a^2 } + \frac{ (y-k)^2 }{ b^2 } = 1\]
The center of the ellipse is:
\[centre=(h,k)\]

Compare the general equation above, with the one in the question.
What's the value of h and k? Hence, what is the coordinate of the center of the ellipse?

Answer 6

I am helping. If you want a direct answer you're on the wrong site.

Answer 7

@welshfella please help!

Answer 8

It's not C. This is what I mean by not giving the answer. You don't understand the question.

Answer 9

@mhchen

Answer 10

Because you wont accept help. If you want an answer type it into wolfram alpha and graph it there

Answer 11

https://www.wolframalpha.com/input/?i=(x%5E2)%2F25+%2B+(y%5E2)%2F4+%3D+1

Answer 12

Use this site if you want answers

Answer 13

i want help but pease a little faster

Answer 14

If you just want solutions, use wolfram alpha. Come here if you want to be explained how to get to the answer again on your own.

Now the reason why it isn't C is because of the formula that was given earlier.
h&k=0

Meaning the center is (0,0)

That alone narrows it down to one answer.

Answer 15

two answers, excuse me.

But the formula shows the orientation as the x-axis. Meaning D.

For your next question.

You need to divide both sides by 18 to get it in the correct form and just use the same equation as before!

Answer 16

I think I got it right but I ws stuck between the answer I have chosen (in blue) and A.

Answer 17

Aren't the foci along the same axis as the rest of the ellipse?

Answer 18

yes

Answer 19

@Austin.L

Answer 20

I would say so, yes. D.