Question

--1)+3y+2(z-4) 0 (9) Find an equation of the plane (a) through the point (2,0, 1) and perperndicular to the line a =3t, y 2- t,z3t+4 (b) passes through the point (1,-1,-1) parallel t the plane bz-y-z6 (c) passes through the point (3,5,-1) and contains the line a 4-t,y = -1+2t, z3t (d) passing through (-1,1,1), (0,0,2) and (3,-1,-2).

Answer 1

Eanation of thegiven ne 3 finei plane n an and St.ine to th 3,-1, 2 AYR drs f t gplank 3,-1, 3 eanlom fhe noint And the 0,1) Ahraugk the Raof aq. plane 3 (-2) -1-o) +3 (2-1)=0

at 1 2--s iae D panen nin targh (l1) S. (-1) ea xs Ea th given Aine in Aginmetrical form 2 2

zeneral tlane th the Aine n A tha condition with 3 O At 2 B-3C = c pannn trnyh have Cf the nlane (3,55-リ then A3-43 st)-C A 6B C -o 2 E Gominaking A B, C m the eq f have omd an eplane fhe 2 x- H) 6x 24-42 -62

Ea the lame paniy ongh theoint (-,1,1) ( 3,-1,-2ia and (0/0) 0-C-) O 3-(-1) 4 -1 +(9-リ+2(2-)-0. 5(1) 5ス++22=4