Find an equation for the line of intersection of the planes bx+z=0, by+ cz =b, where b,c are real numbers with b=0. Select one: a. X= 1+t, y= 2-ct, z= 2t b. x = -t, y= 1- ct, z= bt c. X= (b+c)t, y=2t, z = - ct d. x= 1-t, y= 1+t, z= (b– c)t e. X = 3t, y = (b+c)t, z =2 f. x = t, y= 1+bt, z= ct

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter1: Vectors
Section1.3: Lines And Planes
Problem 19EQ
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Find an equation for the line of intersection of the planes bx+z=0, by+cz = b, where b,c are real numbers with
b =0.
Select one:
a. X= 1+t, y= 2- ct, z= 2t
b. x = -t, y= 1- ct, z = bt
c. X = (b+ c)t, y=2t, z= - ct
d. X = 1-t, y 1+t, z= (b– c)t
e. X = 3t, y = (b+ c)t, z=2
f. x = t, y= 1+bt, z = ct
O O O OO
Transcribed Image Text:Find an equation for the line of intersection of the planes bx+z=0, by+cz = b, where b,c are real numbers with b =0. Select one: a. X= 1+t, y= 2- ct, z= 2t b. x = -t, y= 1- ct, z = bt c. X = (b+ c)t, y=2t, z= - ct d. X = 1-t, y 1+t, z= (b– c)t e. X = 3t, y = (b+ c)t, z=2 f. x = t, y= 1+bt, z = ct O O O OO
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