It point Suppose) = A form 1.2 and a line transformation N 1 1 I - . Domain Find out of rawwe should be scoorde vector with the variables and in its corpora Cocoa Find the main for their remonto de comandante de A) - A Formance, w.). 14 mars -1210-13 6. Pinderell inter you a vector contres vector the watery robo components ang amber of vorento . Find the age of 1.Enter your own vector with a worthy or components amber of variatorer for comorpha Botiveren Suppose for 1.2 and is a near transformation 1 1 H Find a fomulators we should be a coordinate vector with the endy in the components 2 Codoma D. Find the matte for the new restoration to the wanded on the man and comes. That is, for the manchet - Al Por tanto, ore 1.23 41 for the matte 1-1,-21.1-1.31 A- . Find the art of brow you are vector with converters Xory or bor componert waren ber of variables, or artw sur ker 1. Pind the image of 1.Eree your worse vector with corres, avec voxer bons components organerne or w R" im The new wonic be more Give to Done (1 point) Suppose fle) = a, for n = 1, 2 and is a linear transformation, y 52 3 ly 3 2 2 e2 1 1 01 * 5 -1 -2 -2 at - -3 -3 -2 -1 -3-2-1 Domain Codomain a. Find a formula for f. Your answer should be a coordinate vector with the variables x and y in its components. f(x,y) = b. Find the matrix for the linear transformation relative to the standard basis in the domain and codomain). That is, find the matrix A such that f(x) = Ax. For instance, enter [[1,2], [3,4] for the matrix [I-1,-2).(-1,311 A= 1 c. Find the kernel of f. Enter your answer as a vector with constant entries, a vector with the variables x or y for both) in its component (using a minimum number of variables), or enter R^2 for RP. c. Find the kernel of /. Enter your answer as a vector with constant entries, a vector with the variables x or y for both in its components (using a minimum number of variables) or enter R2 for R? ker() = d. Find the image of S. Enter your answer as a vector with constant entries, a vector with the variables x or y for both in its components (using a minimum number of variables), or enter R^2 for R? im e. The linear transformation is (select all that apply: A. surjective Conto) B. biective (an isomorphism) Injective (one-to-one) D. none of these It point Suppose) = A form 1.2 and a line transformation N 1 1 I - . Domain Find out of rawwe should be scoorde vector with the variables and in its corpora Cocoa Find the main for their remonto de comandante de A) - A Formance, w.). 14 mars -1210-13 6. Pinderell inter you a vector contres vector the watery robo components ang amber of vorento . Find the age of 1.Enter your own vector with a worthy or components amber of variatorer for comorpha Botiveren Suppose for 1.2 and is a near transformation 1 1 H Find a fomulators we should be a coordinate vector with the endy in the components 2 Codoma D. Find the matte for the new restoration to the wanded on the man and comes. That is, for the manchet - Al Por tanto, ore 1.23 41 for the matte 1-1,-21.1-1.31 A- . Find the art of brow you are vector with converters Xory or bor componert waren ber of variables, or artw sur ker 1. Pind the image of 1.Eree your worse vector with corres, avec voxer bons components organerne or w R" im The new wonic be more Give to Done (1 point) Suppose fle) = a, for n = 1, 2 and is a linear transformation, y 52 3 ly 3 2 2 e2 1 1 01 * 5 -1 -2 -2 at - -3 -3 -2 -1 -3-2-1 Domain Codomain a. Find a formula for f. Your answer should be a coordinate vector with the variables x and y in its components. f(x,y) = b. Find the matrix for the linear transformation relative to the standard basis in the domain and codomain). That is, find the matrix A such that f(x) = Ax. For instance, enter [[1,2], [3,4] for the matrix [I-1,-2).(-1,311 A= 1 c. Find the kernel of f. Enter your answer as a vector with constant entries, a vector with the variables x or y for both) in its component (using a minimum number of variables), or enter R^2 for RP. c. Find the kernel of /. Enter your answer as a vector with constant entries, a vector with the variables x or y for both in its components (using a minimum number of variables) or enter R2 for R? ker() = d. Find the image of S. Enter your answer as a vector with constant entries, a vector with the variables x or y for both in its components (using a minimum number of variables), or enter R^2 for R? im e. The linear transformation is (select all that apply: A. surjective Conto) B. biective (an isomorphism) Injective (one-to-one) D. none of these
