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Will fan and medal: HELP!! What is an equation of a parabola with the given vertex and focus? vertex: (–2, 5); focus: (–2, 6)
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start by drawing a diagram |dw:1426734542238:dw| so the equation is in the form \[(y - k)^2 = 4a(x - h)\] (h, k) is the vertex a is the focal length ... of the distance between the vetrex and focus
so \[(y-5)^2=4(1)(x+2) \] ?
no, campbell's diagram and equation are in the incorrect form.
well i already submitted it so its cool..could you help me work out the correct answer anyway so i know how to find it next time?
ok, so the true equation of a parabola in the form you described, is \[4a(y-k)=(x-h)^2\]
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yea just plug in everything and thats the equation
got it? Medal please
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