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1. Consider the parabola 2 - 6x +10y - 1 = 0. () Find the vertex, focus, directrix, and axis of symmetry of the parabola. (b)
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+) 22 - 6x Hoy-1=0 a) 22 - 6x +10y-1 = 0 sa x2 2x3x + +10y - LED = (x - 3) +log -10 20 log = =(x-172470. 5 g = + (x-3)?+| Us=>(37+0)2+(sy=1952 - 225 5 (31+0), ssy 1)2 = 225 3 962+2)2 + 25 (y - 3)2 225 -) @ +232 + (y - 3) 2 9 Vertex (hik)= (-2,3) CenCenter (hik) = (-2, 1) - a2 +62 = t t - s. Ventices: (cht aik) - (- 2 + 2 !). = (0,1), (-4,1) Faci: (htrik) = (-22 55,1) - (+

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