If the points (1,1,p) and (−3,0,1) be equidistant from the plane r¯.(3i¯+4j¯+12k¯)+13=0 then the value of P (p≠1)=
A(1,1,0)B(−3,0,1)
|3+4−12p+13|9+6+144=|−9−12+13|9+16+144
|20−12p|=8;|5−3p|=2;5−3p=±2