SOLUTION: How to write the conic section in standard form and graph it.
1. 8x-y^2-10y= 49
2. x^2+10x-4y^2+24y=7
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Question 867483: How to write the conic section in standard form and graph it.
1. 8x-y^2-10y= 49
2. x^2+10x-4y^2+24y=7
Answer by solver91311(24713) (Show Source): You can put this solution on YOUR website!
2. 
Complete the square on both 
and 
\ =\ 7\ +\ 25\ -\ 144)
Factor the trinomials
^2\ -\ 4\left(y\ -\ 6\right)^2\ =\ -112)
Divide by the constant term to get 1 in the RHS and put the positive term in front.
^2}{28}\ -\ \frac{\left(x\ +\ 5\right)^2}{112}\ =\ 1)
Hyperbola, center at (-5,6), foci and vertices on the line 
, 
, 
John
My calculator said it, I believe it, that settles it
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