a) T₁:3x+2y-z-6=0 T₂x+y+z-5=0 T3:2x-3y + 2z+10=0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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6. Instructions: Do not use the matrix methods. Please show your calculations step by step on how you get to the answers please. Question: For each of the plan systems below (a and b): I) using normal vectors, describe the relative position of the plans in the space; II)determines the intersection of the plans.
a)
T₁:3x+2y-Z-6=0
T₂x+y+z-5=0
T₂:2x-3y + 2z+10=0
Transcribed Image Text:a) T₁:3x+2y-Z-6=0 T₂x+y+z-5=0 T₂:2x-3y + 2z+10=0
b)
T₁:2x+7y+2z-3=0
T₂:6x+y-4z+1=0
T:2x+9y+3z-4-0
Transcribed Image Text:b) T₁:2x+7y+2z-3=0 T₂:6x+y-4z+1=0 T:2x+9y+3z-4-0
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