Linear algebra, I need someone to tell me how to get T(1)=1,1,1 T(x)=-1,0,1 T(x^2)=1,0,1 T(x^3)=-1,0, 1 I don't have any clue to find this. please follwo the comment
WHAT FORMULA SHOULD I PLUG IN WHEN I PLUG IN T(1), T(X)......
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Linear algebra, I need someone to tell me how to get
T(1)=1,1,1 T(x)=-1,0,1 T(x^2)=1,0,1 T(x^3)=-1,0, 1...
linear algebra Let T(1,0) = (4,0) and T(0, 1) = (0, 1). (a) Determine T(x, y)...
linear algebra
Let T(1,0) = (4,0) and T(0, 1) = (0, 1). (a) Determine T(x, y) for any (x, y). (b) Give a geometric description of T. O horizontal sheer vertical contraction O vertical expansion horizontal expansion O vertical sheer O horizontal contraction
Let T: R3 R3 be a linear transformation such that T(1,1,1) = (2,0,-1) T(0,-1,2)= (-3,2,-1) T(1,0,1)...
Let T: R3 R3 be a linear transformation such that T(1,1,1) = (2,0,-1) T(0,-1,2)= (-3,2,-1) T(1,0,1) = (1,1,0) Find T(-2,1,0). a) (10,0,2) b)(3,-1,-1) c) (2,2,2) d) (-3,-2, -3) Your answer MacBook Air
Let T: R3 - R be a linear transformation such that T(1,1,1)= (2,0,-1) T(0,-1,2)=(-3,2,-1) T(1,0,1)= (1,1,0)...
Let T: R3 - R be a linear transformation such that T(1,1,1)= (2,0,-1) T(0,-1,2)=(-3,2,-1) T(1,0,1)= (1,1,0) Find T (2,-1,1). a) (10,0,2) b) (3,-2-1) c)(2,2,2) d) (-3,-2, -3)
Transformation T:R' -»R',T(x,y, z) = (x+y,x-z)nd v=< 1,-1,2 > 8. ar iven B <1,1,1>,< 1,0,1 >&...
Transformation T:R' -»R',T(x,y, z) = (x+y,x-z)nd v=< 1,-1,2 > 8. ar iven B <1,1,1>,< 1,0,1 ><-1,0,1>},B^ = {<1,1>,<1,0 >},and B, = {<1,0>,< 1,1>} B to Biand from B to B2 a) Find the Transition matrix from b) Find v],T[v];,7[v] c) Find v,and [v]p d) What did you conclude?
Transformation T:R' -»R',T(x,y, z) = (x+y,x-z)nd v= 8. ar iven B ,},B^ = {,},and B, = {,} B to Biand from B to B2 a) Find the Transition matrix from b) Find...
Linear algebra: tell me what happen. How do we get that matrix A by using the...
Linear algebra: tell me what
happen. How do we get that matrix A by
using the D derivative D(x^2)=2x how we get D(x^2)=2x+0*1????
follow the comment
EXAMPLE 5 The linear transformation D defined by D(p-p' maps P3 into P2. Given the ordered bases [r.x, and [x, for Ps and P2, respectively, we wish to determine a matrix representation for D. To do this, we apply D to each of the basis elements of P3 Convert t Microso Documen D(x) =...
linear algebra Define the linear transformation T by T(x) = Ax. 4 1 A = 32...
linear algebra
Define the linear transformation T by T(x) = Ax. 4 1 A = 32 (a) Find the kernel of T. (If there are an infinite number of solutions use t as your parameter.) ker(T) = (b) Find the range of T. OR? O {(t, 2t): t is any real number} OR O {(2t, t): t is any real number} O {(-t, t): t is any real number}
Linear Algebra I need help with 2 of the 3 or with the 3): LINEAR ALGEBRA Lineal Functions May 23, 2019 LLet θι, θ2,...
Linear Algebra
I need help with 2 of the 3 or with the 3):
LINEAR ALGEBRA Lineal Functions May 23, 2019 LLet θι, θ2, θ3 linear shapes in R2[x]defined as: Proof that {θι, θ2,0) is a base of R2[x]* and determines which is the dual base (pl,p2,p3 of R2[x that corresponds to him Attached Operators 2Proof that the application (-)": L(V,V)-+ L(V",V") given by ф is an isomorphism. 0' It 3·Let V {f : R → RIf it is differentiable)...
6. Let S : R + R3 be the linear transformation which satisfies |(1,0,0) = (1,0,–3),...
6. Let S : R + R3 be the linear transformation which satisfies |(1,0,0) = (1,0,–3), S(0,1,0) = (0,-1,0) and S(0,0,1) = (1,-1, -2). Give an expression for S(x, y, z). 4 Marks] Let S be the basis (1,0,0), (0,1,0), (0,0,1) for R3 and let T be the basis (0,0,1), (0,1,1), (1,1,1) for R. Compute the change of basis matrix s[1]7. (b) Compute the matrices s[S]s and s[ST. 18 Marks)
(1) Evaluate the following line integrals in R3. r +yds for C the line segment from (0, 1,0) to (1, 0,0) for C the line segment from (0,1,1) to (1,0,1). for C the circle (0, a cos t, a sin t) for O (...
(1) Evaluate the following line integrals in R3. r +yds for C the line segment from (0, 1,0) to (1, 0,0) for C the line segment from (0,1,1) to (1,0,1). for C the circle (0, a cos t, a sin t) for O (iv) 2π, with a a positive constant. t for C the curve (cost +tsint,sint tcost, 0) for Osts v3 (Hint for (i): use the parametrization (z, y, z) = (t, 1-t, 0) for 0 1) t
(1)...
1. Let T: R2 – R? be the map "reflection in the line y = x"—you...
1. Let T: R2 – R? be the map "reflection in the line y = x"—you may assume this T is linear, let Eº be the standard basis of R2 and let B be the basis given by B = a) On the graph below, draw a line (colored if possible) joining each of the points each of the points (-). (). (1) and () woits image to its image under the map T. y = x b) Find the...
linear algebra
Let T(1,0) = (4,0) and T(0, 1) = (0, 1). (a) Determine T(x, y) for any (x, y). (b) Give a geometric description of T. O horizontal sheer vertical contraction O vertical expansion horizontal expansion O vertical sheer O horizontal contraction
Let T: R3 R3 be a linear transformation such that T(1,1,1) = (2,0,-1) T(0,-1,2)= (-3,2,-1) T(1,0,1) = (1,1,0) Find T(-2,1,0). a) (10,0,2) b)(3,-1,-1) c) (2,2,2) d) (-3,-2, -3) Your answer MacBook Air
Let T: R3 - R be a linear transformation such that T(1,1,1)= (2,0,-1) T(0,-1,2)=(-3,2,-1) T(1,0,1)= (1,1,0) Find T (2,-1,1). a) (10,0,2) b) (3,-2-1) c)(2,2,2) d) (-3,-2, -3)
Transformation T:R' -»R',T(x,y, z) = (x+y,x-z)nd v=< 1,-1,2 > 8. ar iven B <1,1,1>,< 1,0,1 ><-1,0,1>},B^ = {<1,1>,<1,0 >},and B, = {<1,0>,< 1,1>} B to Biand from B to B2 a) Find the Transition matrix from b) Find v],T[v];,7[v] c) Find v,and [v]p d) What did you conclude?
Transformation T:R' -»R',T(x,y, z) = (x+y,x-z)nd v= 8. ar iven B ,},B^ = {,},and B, = {,} B to Biand from B to B2 a) Find the Transition matrix from b) Find...
Linear algebra: tell me what
happen. How do we get that matrix A by
using the D derivative D(x^2)=2x how we get D(x^2)=2x+0*1????
follow the comment
EXAMPLE 5 The linear transformation D defined by D(p-p' maps P3 into P2. Given the ordered bases [r.x, and [x, for Ps and P2, respectively, we wish to determine a matrix representation for D. To do this, we apply D to each of the basis elements of P3 Convert t Microso Documen D(x) =...
linear algebra
Define the linear transformation T by T(x) = Ax. 4 1 A = 32 (a) Find the kernel of T. (If there are an infinite number of solutions use t as your parameter.) ker(T) = (b) Find the range of T. OR? O {(t, 2t): t is any real number} OR O {(2t, t): t is any real number} O {(-t, t): t is any real number}
Linear Algebra
I need help with 2 of the 3 or with the 3):
LINEAR ALGEBRA Lineal Functions May 23, 2019 LLet θι, θ2, θ3 linear shapes in R2[x]defined as: Proof that {θι, θ2,0) is a base of R2[x]* and determines which is the dual base (pl,p2,p3 of R2[x that corresponds to him Attached Operators 2Proof that the application (-)": L(V,V)-+ L(V",V") given by ф is an isomorphism. 0' It 3·Let V {f : R → RIf it is differentiable)...
6. Let S : R + R3 be the linear transformation which satisfies |(1,0,0) = (1,0,–3), S(0,1,0) = (0,-1,0) and S(0,0,1) = (1,-1, -2). Give an expression for S(x, y, z). 4 Marks] Let S be the basis (1,0,0), (0,1,0), (0,0,1) for R3 and let T be the basis (0,0,1), (0,1,1), (1,1,1) for R. Compute the change of basis matrix s[1]7. (b) Compute the matrices s[S]s and s[ST. 18 Marks)
(1) Evaluate the following line integrals in R3. r +yds for C the line segment from (0, 1,0) to (1, 0,0) for C the line segment from (0,1,1) to (1,0,1). for C the circle (0, a cos t, a sin t) for O (iv) 2π, with a a positive constant. t for C the curve (cost +tsint,sint tcost, 0) for Osts v3 (Hint for (i): use the parametrization (z, y, z) = (t, 1-t, 0) for 0 1) t
(1)...
1. Let T: R2 – R? be the map "reflection in the line y = x"—you may assume this T is linear, let Eº be the standard basis of R2 and let B be the basis given by B = a) On the graph below, draw a line (colored if possible) joining each of the points each of the points (-). (). (1) and () woits image to its image under the map T. y = x b) Find the...
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