QI. consider the planes.て、:2ル-9+z%=D6, 2: 9+2z=3,, 3x-4y+5z=10: 2x-Y +Z= 3,12-3y+22=1,Find the foll ousing(1) angles betweenthe planes i, T2; u,3,:.(1.2) anyles betwren he lenes(1.24) L:(-24) : & の2 4^ら.,&の2 ; し、っ& U4(1:3) 8ymmihic fom of the linefind its general firm.(ti4) checkin,& . A180which þair of planes are pas allel orpes pendiculasif anybisector plane of ui& Vh2 3& f cniats.ar-1 = 2-y- 32+1 in the plane -いら)+he4-() progechon f leive17) Image 4 the(1.8) the volume of tehrahedron whoAe faces aecoor di nate planes and the plane 2.(1.9) Shsh test olis tan co and lene of sho test distancelene X= % = in the p lame .between the lenes(1.ga) 4: ñ, fúz2: 8 4.1-16). Ex amine the nature of intrsedion of the(196) L4; r=y= Zsets o6 the planes.

Name: QI. consider the planes.て、:2ル-9+z%=D6, 2: 9+2z=3,, 3x-4y+5z=10: 2x-Y
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Description: QI. consider the planes.て、:2ル-9+z%=D6, 2: 9+2z=3,, 3x-4y+5z=10: 2x-Y +Z= 3,12-3y+22=1,Find the foll ousing(1) angles betweenthe planes i, T2; u,3,:.(1.2) anyles betwren he lenes(1.24) L:(-24) : & の2 4^ら.,&の2 ; し、っ& U4(1:3) 8ymmihic fom of the linefi

(1.1) Given that The planes π1:2x-y+z=6π2:x+y+2z=3π3:3x-4y+5z=10π4:2x-y+z=3π5:x-3y+2z=1

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QI. consider the planes. 7: 2x-y+ N6, 2: +y+2z= 3,, 3x-4y+sz= 10 %3D : 2x-y+2Z=3,1,2-3y+2z = 1. Find the toll ousing (1) angles b etween the planes (1.2) anyles between (1.2a) L: (-24) し: &の ^。 the lenes ,&の2 ; し、ら& い4 (1:3) 8ymmitic from of the line find its general firm. 7,& . A180 (i4) check which pair of planes are pas allel or if any. þes pendiculas いら)he bisector plame of (.C) progech'on f live (17) Image of ar-1= 2-y- 32+1 in the plane - lene X= 9 =% in the plame . (1.8) the volume of tehrahedron whoe faces are. coordi nate planes and the plane 2. (1.9) Shohtest olistanco and leine, f sho test distance behween the lenes (196) L; r=y= Z (1.ga) 4: n, e2 (116). Examuine the nature of intersedh'on of the Bets o6 the planes. 29 (106)

QI. consider the planes. 7: 2x-y+ N6, 2: +y+2z= 3,, 3x-4y+sz= 10 %3D : 2x-y+2Z=3,1,2-3y+2z = 1. Find the toll ousing (1) angles b etween the planes (1.2) anyles between (1.2a) L: (-24) し: &の ^。 the lenes ,&の2 ; し、ら& い4 (1:3) 8ymmitic from of the line find its general firm. 7,& . A180 (i4) check which pair of planes are pas allel or if any. þes pendiculas いら)he bisector plame of (.C) progech'on f live (17) Image of ar-1= 2-y- 32+1 in the plane - lene X= 9 =% in the plame . (1.8) the volume of tehrahedron whoe faces are. coordi nate planes and the plane 2. (1.9) Shohtest olistanco and leine, f sho test distance behween the lenes (196) L; r=y= Z (1.ga) 4: n, e2 (116). Examuine the nature of intersedh'on of the Bets o6 the planes. 29 (106)

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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QI. consider the planes.
て、:2ル-9+z%=D6, 2: 9+2z=3,, 3x-4y+5z=10
: 2x-Y +Z= 3,12-3y+22=1,
Find the foll ousing
(1) angles between
the planes i, T2; u,3,:.
(1.2) anyles betwren he lenes
(1.24) L:
(-24) : & の2 4^ら.
,&の2 ; し、っ& U4
(1:3) 8ymmihic fom of the line
find its general firm.
(ti4) check
in,& . A180
which þair of planes are pas allel or
pes pendiculas
if any
bisector plane of ui& Vh2 3& f cniats.
ar-1 = 2-y- 32+1 in the plane -
いら)+he
4-
() progechon f leive
17) Image 4 the
(1.8) the volume of tehrahedron whoAe faces ae
coor di nate planes and the plane 2.
(1.9) Shsh test olis tan co and lene of sho test distance
lene X= % = in the p lame .
between the lenes
(1.ga) 4: ñ, fúz
2: 8 4.
1-16). Ex amine the nature of intrsedion of the
(196) L4; r=y= Z
sets o6 the planes.

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