Considering p1(1,30°,1) and p2(2,0°,2) points in cylindrical coordinates, find the vector A directed from p1 to p2 in cartesian corrdinates with the help of position vectors.

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Given two points in Cylindrical coordínates P_(1)(1,30,1)quadP_(2)(2,0,2)Conversion of cylindrical longrightarrow Cartesiancylindrical co-ordinates (r,phi,z)Cartesan coorlinates (x,y,z)x=r cos phi,y=r sin phi, 'żremains samex_(1)=r_(1)cos phi_(1)quady_(1)=r_(1)sin phi_(1)quadz_(1)=z_(1)=(1)cos 30quad=(1)sin 30quad=1=(sqrt3)/(2)quad=(1)/(2)P_(1)(x_(1),y_(1)z_(1))=(sqrt3//2,1//2,1)x ... See the full answer