On the parabola

MATHEMATICS · Single correct · CBSE · Mathematics · Conic Sections · Conic Sections

Problem

On the parabola y2=8xy^{2}=8x, the distance of a point P(x,y)P(x,y) from the focus equals 525\sqrt2. The ordinate(s) of PP are (a) { 402+16, −402+16 }\{\,\sqrt{40\sqrt2+16},\,-\sqrt{40\sqrt2+16}\,\} (b) { 322−16, −322−16 }\{\,\sqrt{32\sqrt2-16},\,-\sqrt{32\sqrt2-16}\,\} (c) { 402−16, −402−16 }\{\,\sqrt{40\sqrt2-16},\,-\sqrt{40\sqrt2-16}\,\} (d) { 32+82, −32+82 }\{\,\sqrt{32+8\sqrt2},\,-\sqrt{32+8\sqrt2}\,\}

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