![Problem #2: Which of the following sets of functions are linearly independent on the interval (-0, c.)? [2 marks] (i) f1(x) =](http://img.homeworklib.com/questions/1fe16c40-ee30-11eb-acd3-e74429c42de7.png?x-oss-process=image/resize,w_560)
Homework Answers
![2) f(x)=x, f/14] = 4x,f(x) = 246 4.生 W= 4X, x2+A #!/g? 1 127 // b 2 2 2 (42-4x) =0. - Here W=0.ie Woonskian is 0. So go { fir](http://img.homeworklib.com/questions/1df341b0-ee3d-11eb-940c-0fbe99d92fe0.png?x-oss-process=image/resize,w_560)
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Problem #2: Which of the following sets of functions are linearly independent on the interval (-0,...
Determine whether the given set of functions is linearly independent on the interval (−∞, ∞) f1(x)...
Determine whether the given set of functions is linearly independent on the interval (−∞, ∞) f1(x) = x f2(x) = sin(x) f3(x) = sin(2x)
17. Another way to check if y1, y2 are linearly INDEPENDENT in an interval I is:...
17. Another way to check if y1, y2 are linearly INDEPENDENT in
an interval I is:
for all I
for all I
does not exist for all I
d. none of the above
18. If y1 is a solution of the equation y "+ P (x) y '+ Q (x) y
= 0, a second solution would be y2 (x) = u (x) y1 (x) where u (x)
it is:
d. all of the above
19. The following set...
(3) Determine whether the given set of functions is linearly independent on the interval (-00,00) f1(x)...
(3) Determine whether the given set of functions is linearly independent on the interval (-00,00) f1(x) = x f2(x) = sin(x) $3(x) = sin(2x)
Consider the following functions. fy(x) = x, fz(x) = x2, f3(x) = 2x - 4x2 g(x)...
Consider the following functions. fy(x) = x, fz(x) = x2, f3(x) = 2x - 4x2 g(x) = C7f1(x) + c2f2(x) + c3f3(x) Solve for Cy, cy, and cz so that g(x) = 0 on the interval (-00, 00). If a nontrivial solution exists, state it. (If only the trivial solution exists, enter the trivial solution {0, 0, 0}.) {C1,C2,C3}={C } Determine whether f1, f2, fz are linearly independent on the interval (-00, 0). O linearly dependent O linearly independent
(1 point) Calculate the Wronskian for the following set of functions: f1(x) = 0, f2(2) =...
(1 point) Calculate the Wronskian for the following set of functions: f1(x) = 0, f2(2) = 2.c +5, f3(2) = 1e" + b W(fi(2), f2(2), f3()) NO_ANSWER 1. Is the above set of functions linearly independent or dependent?
please solve this differential equation problem in mathematica Lab 2 Exercise Use the Basic Math Assistant...
please solve this differential equation problem in
mathematica
Lab 2 Exercise Use the Basic Math Assistant palette -Advanced for your functions. eall trig functions: Sin[expr, Cos[expr], Tan[espr], Sinh[epr and In(x) will be Log[x] expr Determine whether the given set of functions are linearly dependent or independent on (-) <-2, f2(x) x3, f3(x) = 5x 2. f1(x) Cos[2x], f2(x) Sin[2x], f3(x) Cos[x]*Sin[x] 3. f1x) e, f2(x) = e*, f3(x) Sinh[x] 4. f1(x) Cos[2x], f2(x)= x, f3(x) = (Cos[x])^2,f4(x) = Sin[2x] 5....
a) they are linearly independent b)they are linearly dependent c)neither linearly dependent nor linearly independent d)functions...
a) they are linearly independent
b)they are linearly dependent
c)neither linearly dependent nor linearly independent
d)functions cannot be determined in real space x
e) none of them
(10,00 Puanlar) 2 14,(x) = [1 - Cos(2x)]. uz(x) = Sin?(x) fonksiyonlarının lincer bağımlı yada lineer bağımsız olup olmadıklarını inceleyiniz? a uneer olarak bagimsizdirlar by Lineer olarak bagimlidirlar. Ne lineer bagimline de lineer bagimsizdirlar d Fonksiyonlar, x-reel uzayında belirlenemezdirler c) Hiçbiri Once 2/ Soncalo > Kaput Swim
QULJTIUNIL Which of the following sets of vectors in M2x2 (the vector space are linearly independent?...
QULJTIUNIL Which of the following sets of vectors in M2x2 (the vector space are linearly independent? (I) (II) 9 {{:::::::: {[:: [:] [:] [::] {[:] [:] [::]] {{ :) (III) 1 0 3 0 0 (IV) 2 1 1 0
Determine whether the given set of functions is linearly independent on the interval (-00,00) fı(x) =...
Determine whether the given set of functions is linearly independent on the interval (-00,00) fı(x) = xf2(x) = sin(x) $3(x) = sin(2x)
Problem #9: Which of the following functions is continuous at (0,0)? () S(x, y) = x...
Problem #9: Which of the following functions is continuous at (0,0)? () S(x, y) = x + 3yt if (x,y) # (0,0) if (x, y) = (0,0) x2 394 (ii) g(x, y) to + if (x, y) + (0,0) if (x, y) = (0,0) (iii) h(x, y) V22 + y2 + 1 - 1 x² + y² if (x, y) + (0,0) if (x,y) = (0,0) (A) none of them (B) (iii) only (C) (ii) only (D) all of them...
17. Another way to check if y1, y2 are linearly INDEPENDENT in
an interval I is:
for all I
for all I
does not exist for all I
d. none of the above
18. If y1 is a solution of the equation y "+ P (x) y '+ Q (x) y
= 0, a second solution would be y2 (x) = u (x) y1 (x) where u (x)
it is:
d. all of the above
19. The following set...
(3) Determine whether the given set of functions is linearly independent on the interval (-00,00) f1(x) = x f2(x) = sin(x) $3(x) = sin(2x)
Consider the following functions. fy(x) = x, fz(x) = x2, f3(x) = 2x - 4x2 g(x) = C7f1(x) + c2f2(x) + c3f3(x) Solve for Cy, cy, and cz so that g(x) = 0 on the interval (-00, 00). If a nontrivial solution exists, state it. (If only the trivial solution exists, enter the trivial solution {0, 0, 0}.) {C1,C2,C3}={C } Determine whether f1, f2, fz are linearly independent on the interval (-00, 0). O linearly dependent O linearly independent
(1 point) Calculate the Wronskian for the following set of functions: f1(x) = 0, f2(2) = 2.c +5, f3(2) = 1e" + b W(fi(2), f2(2), f3()) NO_ANSWER 1. Is the above set of functions linearly independent or dependent?
please solve this differential equation problem in
mathematica
Lab 2 Exercise Use the Basic Math Assistant palette -Advanced for your functions. eall trig functions: Sin[expr, Cos[expr], Tan[espr], Sinh[epr and In(x) will be Log[x] expr Determine whether the given set of functions are linearly dependent or independent on (-) <-2, f2(x) x3, f3(x) = 5x 2. f1(x) Cos[2x], f2(x) Sin[2x], f3(x) Cos[x]*Sin[x] 3. f1x) e, f2(x) = e*, f3(x) Sinh[x] 4. f1(x) Cos[2x], f2(x)= x, f3(x) = (Cos[x])^2,f4(x) = Sin[2x] 5....
a) they are linearly independent
b)they are linearly dependent
c)neither linearly dependent nor linearly independent
d)functions cannot be determined in real space x
e) none of them
(10,00 Puanlar) 2 14,(x) = [1 - Cos(2x)]. uz(x) = Sin?(x) fonksiyonlarının lincer bağımlı yada lineer bağımsız olup olmadıklarını inceleyiniz? a uneer olarak bagimsizdirlar by Lineer olarak bagimlidirlar. Ne lineer bagimline de lineer bagimsizdirlar d Fonksiyonlar, x-reel uzayında belirlenemezdirler c) Hiçbiri Once 2/ Soncalo > Kaput Swim
QULJTIUNIL Which of the following sets of vectors in M2x2 (the vector space are linearly independent? (I) (II) 9 {{:::::::: {[:: [:] [:] [::] {[:] [:] [::]] {{ :) (III) 1 0 3 0 0 (IV) 2 1 1 0
Determine whether the given set of functions is linearly independent on the interval (-00,00) fı(x) = xf2(x) = sin(x) $3(x) = sin(2x)
Problem #9: Which of the following functions is continuous at (0,0)? () S(x, y) = x + 3yt if (x,y) # (0,0) if (x, y) = (0,0) x2 394 (ii) g(x, y) to + if (x, y) + (0,0) if (x, y) = (0,0) (iii) h(x, y) V22 + y2 + 1 - 1 x² + y² if (x, y) + (0,0) if (x,y) = (0,0) (A) none of them (B) (iii) only (C) (ii) only (D) all of them...
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