Question

hnd e dstance fnda dr that nes the dulance line e na mint e oa mint gceed-o D1pi Painttthe plane ax Pplane parlelet lne P phane ben paedel lnes batunen ve ckew lines vanparalel plaacs

Answer 1

We have to .ind disiance AB D from point P.(Pr, P3 Pe) a plane 1A Normal vector for plane aiven ах +by tc2 + do 's Now, equation of line AB Plane is passing throuчgh point P, & paraliel to R is ahich ax bytc2 +d= o aiven by Say) C No at po int B the plana equotion Csfrom eq^ D or Kat Pa Kbt Py 22 Pucting eqn in a(kapx) b(kb+ Py) t c(ke+ Pe)t d = o equation uplane 3) tuoo points P, Cpx , py ,Þ2 ) and distance belween Now aiven by B C, 2) NCop Y-py)t (2-p2) eq 2 Putting eq in e (ka+ px-Pa) 3Kb P ke+ P-Pa)2 -(+d -+ apz+ b py + Cp2)-(d+nP) a2b2c2 Scanned with (G CamScanner

Putting eq eq . P K IR (d + In 2 So ID Distance Cs Scanned with CamScanner