Find the standard matrix for the following linear transformations from R2 to R2. A contraction in...
Find the standard matrix for the following linear transformations from R2 to R2.
A contraction in the x direction with factor 1/3.
I would greatly appreciate if you show me the steps. Thank you.
Homework Answers
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Find the standard matrix for the following linear
transformations from R2 to R2.
A contraction in...
ame 5. (20 points) Suppose SRR and TRR2 are linear transformations given by (o) Find the...
ame 5. (20 points) Suppose SRR and TRR2 are linear transformations given by (o) Find the standard matrix for S (asuming the standard basis for R3 and for R2) (b) Find the standard matrix for T (assuming the standard basis for IR2 and for R). (c) Show that S and T are invertible. (d) Show that T is the inverse of S (e) What is the standard matrix for T (S (x)) ToS(),where z e R27
AB matrix, linear operator R2 into R3 find the standard fro 11) For the linear operator L(x1, 22,...
AB matrix, linear operator R2 into R3 find the standard fro 11) For the linear operator L(x1, 22, ^1 + 22
AB matrix, linear operator R2 into R3 find the standard fro 11) For the linear operator L(x1, 22, ^1 + 22
Assume that T is a linear transformation. Find the standard matrix of T. T: R3-R2(e) =...
Assume that T is a linear transformation. Find the standard matrix of T. T: R3-R2(e) = (1.4), and T (e) = (-9,6), and T (E3) =(4,-2), where ey, ez, and e; are the columns of the 3 x 3 identity matrix A- (Type an integer or decimal for each matrix element.)
8. Find the standard matrix representation for each linear operator L: R2 + R2 described below:...
8. Find the standard matrix representation for each linear operator L: R2 + R2 described below: (a) L rotates each vector 7 by 45° in the clockwise direction. (b) L reflects each vector 7 about the 21 axis and then rotates it 90° in the counterclockwise direction. (c) L doubles the length of t and then rotates it 30° in the counterclockwise direction. (d) L reflects each vector 7 about the line x2 = 21 and projects it onto the...
Assume that T is a linear transformation. Find the standard matrix of T. T: R2→R2, rotates...
Assume that T is a linear transformation. Find the standard matrix of T. T: R2→R2, rotates points (about the origin) through-6 radians. Type an integer or simplified fraction for each matrix element. Type exact answers, using radicals as needed.)
LINEAR ALGEBRA: PLEASE FOLLOW THE COMMENT and please tell me what is the rotate matrix and...
LINEAR ALGEBRA: PLEASE FOLLOW THE COMMENT and please
tell me what is the rotate matrix and why there is cos@ and -sin@ i
think it should be cos@ and sin@ on the first row
For each of the following linear operators on R2,
find the matrix representation of the transformation
with respect to the homogeneous coordinate
system:
(a) The transformation L that rotates each vector
by 120◦ in the counterclockwise direction
(b) The transformation L that translates each point
3...
R2 defined as Consider the linear transformation T: R2 T(21,22)=(0,21 – 22) Find the standard matrix...
R2 defined as Consider the linear transformation T: R2 T(21,22)=(0,21 – 22) Find the standard matrix for T: a ab sin (a) f 8 ат What is the dimensi of ker(T)? Is T one-to-one? Enter one: yes no Write the standard matrix for HoT, where H is the reflection of R2 about the 3-axis. a sin(a) f 22 8 R a E är (Alt + A)
For each of the following, find the standard matrix of the given transformation from R2 to...
For each of the following, find the standard matrix of the given transformation from R2 to R2 (a) Counterclockwise rotation through 120 about the origin. sin (a) f дх Ω (b) Projection onto the line y 5 x. sin (a) Ω да (c) Reflection in the line y= x- sin (a) Ω f
Assume that T is a linear transformation. Find the standard matrix of T. TR2-R2, first performs...
Assume that T is a linear transformation. Find the standard matrix of T. TR2-R2, first performs a horizontal shear that transforms e into ez + 18e, (leaving e, unchanged) and then reflects points through the line Xz = -X (Type an integer or simplified fraction for each matrix element.)
(1 point) Find the matrix A of the linear transformation from R2 to Rºgiven by -6...
(1 point) Find the matrix A of the linear transformation from R2 to Rºgiven by -6 -5 21 T 1 21+ 7 22 22 3 5 A=
ame 5. (20 points) Suppose SRR and TRR2 are linear transformations given by (o) Find the standard matrix for S (asuming the standard basis for R3 and for R2) (b) Find the standard matrix for T (assuming the standard basis for IR2 and for R). (c) Show that S and T are invertible. (d) Show that T is the inverse of S (e) What is the standard matrix for T (S (x)) ToS(),where z e R27
AB matrix, linear operator R2 into R3 find the standard fro 11) For the linear operator L(x1, 22, ^1 + 22
AB matrix, linear operator R2 into R3 find the standard fro 11) For the linear operator L(x1, 22, ^1 + 22
Assume that T is a linear transformation. Find the standard matrix of T. T: R3-R2(e) = (1.4), and T (e) = (-9,6), and T (E3) =(4,-2), where ey, ez, and e; are the columns of the 3 x 3 identity matrix A- (Type an integer or decimal for each matrix element.)
8. Find the standard matrix representation for each linear operator L: R2 + R2 described below: (a) L rotates each vector 7 by 45° in the clockwise direction. (b) L reflects each vector 7 about the 21 axis and then rotates it 90° in the counterclockwise direction. (c) L doubles the length of t and then rotates it 30° in the counterclockwise direction. (d) L reflects each vector 7 about the line x2 = 21 and projects it onto the...
Assume that T is a linear transformation. Find the standard matrix of T. T: R2→R2, rotates points (about the origin) through-6 radians. Type an integer or simplified fraction for each matrix element. Type exact answers, using radicals as needed.)
LINEAR ALGEBRA: PLEASE FOLLOW THE COMMENT and please
tell me what is the rotate matrix and why there is cos@ and -sin@ i
think it should be cos@ and sin@ on the first row
For each of the following linear operators on R2,
find the matrix representation of the transformation
with respect to the homogeneous coordinate
system:
(a) The transformation L that rotates each vector
by 120◦ in the counterclockwise direction
(b) The transformation L that translates each point
3...
R2 defined as Consider the linear transformation T: R2 T(21,22)=(0,21 – 22) Find the standard matrix for T: a ab sin (a) f 8 ат What is the dimensi of ker(T)? Is T one-to-one? Enter one: yes no Write the standard matrix for HoT, where H is the reflection of R2 about the 3-axis. a sin(a) f 22 8 R a E är (Alt + A)
For each of the following, find the standard matrix of the given transformation from R2 to R2 (a) Counterclockwise rotation through 120 about the origin. sin (a) f дх Ω (b) Projection onto the line y 5 x. sin (a) Ω да (c) Reflection in the line y= x- sin (a) Ω f
Assume that T is a linear transformation. Find the standard matrix of T. TR2-R2, first performs a horizontal shear that transforms e into ez + 18e, (leaving e, unchanged) and then reflects points through the line Xz = -X (Type an integer or simplified fraction for each matrix element.)
(1 point) Find the matrix A of the linear transformation from R2 to Rºgiven by -6 -5 21 T 1 21+ 7 22 22 3 5 A=
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