" PARAGRAPH "X"
Let S be the circle in the x-y plane defined by the equation x² + y² = 4.
(There are two questions based on PARAGRAPH "X", the question given below is one of them)"
Let E₁E₂ and F₁F₂ be the chords of S passing through the point P₀(1, 1) and parallel to the x-axis and the y-axis, respectively. Let G₁G₂ be the chord of S passing through P₀ and having slope -1. Let the tangents to S at E₁ and E₂ meet at E₃, the tangents to S at F₁ and F₂ meet at F₃, and the tangents to S at G₁ and G₂ meet at
G₃. Then, the points E₃, F₃, and G₃ lie on the curve
(A) x + y = 4 (B) (x - 4)² + (y - 4)² = 16
(C) (x - 4) (y - 4) = 4 (D) xy = 4
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hope it help uh⛄
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option A is the answer to the ques
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