A) B) Which D) pair 53 5₂ = [(x, y) {R²: y=e**] ER2: u@✓ = (u₁₁ α₁ Ⓒ CO u u= v= u None = of definition) 2 of (и, иг u Ⓒ v = (U₁₁ U₂) Ⓒ (V₁, V₂) : (U₁ +V₁, U₂ V₂) (+) = маке Vi co(²₁ v₁) = (cu,, clnu₂) these 53 со (и,, из ) = (си, из √₂ ) = (^₁ +V₁₁ 1^u₂ + Inv₂) соси,, из) = (сил е A, B, C 2 2²) Ⓒ (v₁₁ v₂ ) = (^₁ +Vi a сиг → vector u2 e te V2 Space 2
A) B) Which D) pair 53 5₂ = [(x, y) {R²: y=e**] ER2: u@✓ = (u₁₁ α₁ Ⓒ CO u u= v= u None = of definition) 2 of (и, иг u Ⓒ v = (U₁₁ U₂) Ⓒ (V₁, V₂) : (U₁ +V₁, U₂ V₂) (+) = маке Vi co(²₁ v₁) = (cu,, clnu₂) these 53 со (и,, из ) = (си, из √₂ ) = (^₁ +V₁₁ 1^u₂ + Inv₂) соси,, из) = (сил е A, B, C 2 2²) Ⓒ (v₁₁ v₂ ) = (^₁ +Vi a сиг → vector u2 e te V2 Space 2
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
![в)
DATE: /
с)
D)
Which
A) u@v
pair
53 = [(х,у) ER2: y=exx]
е ка
у=
k=9
со и
и в
co u :
со
of
2
definition)
иov = (u,, , Ө vi, Uz ) =(witvi, Inus tinve
(U₁ +V₁₁ )
+
co(~₁₁ v₁) = (cu,, clnu₂)
None
v= (и,, иг) Ө (v, vz)
2
маке
и: со си, иг) =
u
of
со (и,, из ) = (си, и за
иг
S3
these
и
uov= (и, из) Ө (vi, vz) =(u, tv
(си, е сиг
(и,
a
А, В, С 2
и, +V,
>
vector
из vz
енг тevz )
te
2
Space?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8b8a4ad9-b66e-4dbe-8b3f-39bf0adb3cae%2F0727bccd-edfe-4e0d-8342-4d891aacd0ee%2F6x517s_processed.jpeg&w=3840&q=75)
Transcribed Image Text:в)
DATE: /
с)
D)
Which
A) u@v
pair
53 = [(х,у) ER2: y=exx]
е ка
у=
k=9
со и
и в
co u :
со
of
2
definition)
иov = (u,, , Ө vi, Uz ) =(witvi, Inus tinve
(U₁ +V₁₁ )
+
co(~₁₁ v₁) = (cu,, clnu₂)
None
v= (и,, иг) Ө (v, vz)
2
маке
и: со си, иг) =
u
of
со (и,, из ) = (си, и за
иг
S3
these
и
uov= (и, из) Ө (vi, vz) =(u, tv
(си, е сиг
(и,
a
А, В, С 2
и, +V,
>
vector
из vz
енг тevz )
te
2
Space?
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