In \\(R^3\\), consider the planes \\(P_1: y=0\\) and \\(P_2: x+z=1\\). Let \\(P_3\\) be a plane,.... VIDEO
In \\(R^3\\), consider the planes \\(P_1: y=0\\) and \\(P_2: x+z=1\\). Let \\(P_3\\) be a plane, different from \\(P_1\\) and \\(P_2\\), which passes through the intersection of \\(P_1\\) and \\(P_2\\). If the distance of the point \\((0,1,0)\\) from \\(P_3\\) is 1 and the distance of a point \\((\\alpha, \\beta, \\gamma)\\) from \\(P_3\\) is 2 , then which of the following relation(s) is/are true? š²PW App Link - https://bit.ly/YTAI_PWAP šPW Website - https://www.pw.live
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