1.Consider two curves C1:(y−3)2=4(x−2)C_1: (y - \sqrt{3})^2 = 4(x - \sqrt{2})C1:(y−3)2=4(x−2) and C2:x2+y2=(6+22)x+23y−6(1+2)C_2: x^2 + y^2 = (6 + 2\sqrt{2})x + 2\sqrt{3}y - 6(1 + \sqrt{2})C2:x2+y2=(6+22)x+23y−6(1+2), then:a.C1C_1C1 and C2C_2C2 touch each other only at one point.b.C1C_1C1 and C2C_2C2 touch each other exactly at two points.c.C1C_1C1 and C2C_2C2 intersect (but do not touch) at exactly two points.d.C1C_1C1 and C2C_2C2 neither intersect nor touch each other.Login to continueOnly logged in users canattempt or see the solution.
