Falak Kinney

2021-01-25

Find the equation of the graph for each conic in standard form. Identify the conic, the center, the co-vertex, the focus (foci), major axis, minor axis,

lamusesamuset

Skilled2021-01-26Added 93 answers

Consider the equation
$9({x}^{2}\text{}\mp \text{}6x\text{}+\text{}1)\text{}-\text{}9x\text{}\times \text{}4({y}^{2}\text{}-\text{}4y\text{}+\text{}4)\text{}+\text{}32y=119$

$foci\text{}=(h\text{}\pm \text{}ae,\text{}k)$

$(1,\pm \text{}5,\text{}2)$

$(6,\text{}2)\text{}(-4,\text{}2)$

$vertices\text{}=(h\text{}\pm \text{}a,\text{}k)\text{}(h\text{}\pm \text{}k,\text{}b)$

$(1\text{}\pm \text{}4,\text{}2)\text{}(1\text{}\sqrt{2\text{}\pm ,\text{}3})$

$(5,\text{}2)(-3,\text{}2)\text{}(1,\text{}1)(1,\text{}-5)$

$\frac{major\text{}axis}{minor\text{}axis}=8\text{}+\text{}6$

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