Question: fGiven points E(1, -4) and F(1, 8), write the equation of a circle with EF as the diameter. O (x + 1)2 - (v -

\fGiven points E(1, -4) and F(1, 8), write the equation ofa circle with EF as the diameter. O (x + 1)2 -(v - 2)= = 50 O ( x - 1)2 + (v+ 2)= = 50 O ( x + 1)2 - (v -2)= = 150 O ( x - 1)= + (y + 2)== 150\f\fWrite the standard equation of the circle with center (-1, 4)

\fGiven points E(1, -4) and F(1, 8), write the equation of a circle with EF as the diameter. O (x + 1)2 - (v - 2)= = 50 O ( x - 1)2 + (v + 2)= = 50 O ( x + 1)2 - (v - 2)= = 150 O ( x - 1)= + (y + 2)= = 150\f\fWrite the standard equation of the circle with center (-1, 4) that passes through the point (-5, 4). Ox1)0% + (y+ 4)72=2 Ofx1)02 + (y+ 4)7=16 O(x+ 12 + (y472=2 O(x+ 12 + (y 4= 16 \f

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