= (1, -2,2) FIND: The distance from B to the line, L. d(B, L). B b = AB B = b OA = Ĉ(0) = (1, 2, 1) l(B₂L) = 1|16|| Sin O 10 and à =(2,-2, 1) llax bll Val = ||à |||| | sin = 2₁ axb = 2√1+1+16 √√4+4+1 2√2 = (0, -4,1) L = = = î 2 O - 2√18 √9 Ĵ z 2 1 4 1 (2,-(2), -8) 2(1,-1,-4), reliable than memory. GEOMETRY & ALGEBRA DOoo ww
= (1, -2,2) FIND: The distance from B to the line, L. d(B, L). B b = AB B = b OA = Ĉ(0) = (1, 2, 1) l(B₂L) = 1|16|| Sin O 10 and à =(2,-2, 1) llax bll Val = ||à |||| | sin = 2₁ axb = 2√1+1+16 √√4+4+1 2√2 = (0, -4,1) L = = = î 2 O - 2√18 √9 Ĵ z 2 1 4 1 (2,-(2), -8) 2(1,-1,-4), reliable than memory. GEOMETRY & ALGEBRA DOoo ww
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
use the first image attached as reference/ example to do the calculations for the second image attached
![[10] (1)
GIVEN: L: c(t) = (1 + 2t, 2-2t, 1+t)
B = (1,2,2)
FIND: The distance from B to the line, L. d(B, L).
B
b = AB
b
OA = Ĉ(0)
= (1, 2,1)
=
l(B₂L)= |b|| Sin O
ā
and à =(2,-2, 1)
: axb =
la llbl Sin
Hall
11 à x b ll
Vall
= 2√2
2√1+1+16
√√4+4+1
= (0,-4,1)
L
=
=
=
î
2
O
2√18
√9
Ĵz
-2 1
4 1
-
(2,-(2), -8)
2(1,-1,-4),
Truth is more
reliable than
memory.
Ooo
GEOMETRY
&
ALGEBRA
O ooo](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F47125591-3740-4542-96e4-f2c82d184833%2Fc6fd38b5-1d8d-4f02-a3eb-3ebddfa1e801%2Fl8blmxh_processed.jpeg&w=3840&q=75)
Transcribed Image Text:[10] (1)
GIVEN: L: c(t) = (1 + 2t, 2-2t, 1+t)
B = (1,2,2)
FIND: The distance from B to the line, L. d(B, L).
B
b = AB
b
OA = Ĉ(0)
= (1, 2,1)
=
l(B₂L)= |b|| Sin O
ā
and à =(2,-2, 1)
: axb =
la llbl Sin
Hall
11 à x b ll
Vall
= 2√2
2√1+1+16
√√4+4+1
= (0,-4,1)
L
=
=
=
î
2
O
2√18
√9
Ĵz
-2 1
4 1
-
(2,-(2), -8)
2(1,-1,-4),
Truth is more
reliable than
memory.
Ooo
GEOMETRY
&
ALGEBRA
O ooo
![[10] (1)
GIVEN: L: c(t)
B = (0,1,2)
FIND: The distance from B to the line, L. d(B, L).
=
(-1+ 2t, 2-t, 3+t)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F47125591-3740-4542-96e4-f2c82d184833%2Fc6fd38b5-1d8d-4f02-a3eb-3ebddfa1e801%2F93gg0sq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:[10] (1)
GIVEN: L: c(t)
B = (0,1,2)
FIND: The distance from B to the line, L. d(B, L).
=
(-1+ 2t, 2-t, 3+t)
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