y2+10y+x+28=0?The question is asking me to graph this equation: y2+10y+x+28
I must put it into standard form which is: (x-h)2/number+ (y-k)2/number=1
and complete the square and I am unsure how to do this with this problem.
It's not in standard form yet, I have to work it out by completing the squarey2+10y+x+28=0?
This is not an ellipse. Check your original problem and we can go forward.
Sorry I got the wrong problem from the book the equation is 25x2+9y2-100x+54y-44=0This is not an ellipse. Check your original problem and we can go forward.
It cannot be put in "standard form"
1) Were you told this is an ellipse.
2) Did you verify that the formula is correct?
Given:25x2+9y2-100x+54y-44=0
You need to solve two problems first.
1) 25x2-100x+a = 25(x-b)2
2) 9y2+54y+c = 9(x-d)2
very closeOkay I got 25(x-2)2+9(y+3)2=225
very close