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please help me with this code, it is for matlab. please circle the answers and please be clear Start Typing in MATLAB 7.1 Exercise1 Enter
please help me with this code, it is for matlab. please circle the answers and please be clear
Start Typing in MATLAB 7.1 Exercise1 Enter the matrix C = | 4-1 matrix in MATLAB) 0 2 | in MATLAB. ( you know how to enter a 0 -1 -810 a) Find a basis for the rou(C). Type vectors that form a basis for the row space of C. Type your answer as R1C for the first vector and R2C for the second vector and R3C, as many as needed: R3C = b) Find a basis for the row(C") Type vectors that form a basis for the row space of C. Type your answer as R1CT for the first vector and R2CT for the second vector and R3C, as many as needed: R2CT R3CT c) Find a basis for the col(C). Type vectors that form a basis for the column space of C. Type your answer as C1C for the first vector and C2C for the second vector and R3C, as many as needed: CIC = C2C = C3C d) Find a basis for the col() Type vectors that form a basis for the column space of Ct. Type your answer as C1CT for the first vector and C2CT for the second vector and C3CT, as many as needed: CICT C2CT C3CT = d) Find rank(C) and rank(C) by typing RanC=rank(C) and RanCt-rank(C) Write down dimension of row(C) and col (C) as: 10 Drowspace- type your answer here Dcolspace- type your answer here Start Typing in MATLAB 7.1 Exercise1 Enter the matrix C = | 4-1 matrix in MATLAB) 0 2 | in MATLAB. ( you know how to enter a 0 -1 -810 a) Find a basis for the rou(C). Type vectors that form a basis for the row space of C. Type your answer as R1C for the first vector and R2C for the second vector and R3C, as many as needed: R3C = b) Find a basis for the row(C") Type vectors that form a basis for the row space of C. Type your answer as R1CT for the first vector and R2CT for the second vector and R3C, as many as needed: R2CT R3CT c) Find a basis for the col(C). Type vectors that form a basis for the column space of C. Type your answer as C1C for the first vector and C2C for the second vector and R3C, as many as needed: CIC = C2C = C3C d) Find a basis for the col() Type vectors that form a basis for the column space of Ct. Type your answer as C1CT for the first vector and C2CT for the second vector and C3CT, as many as needed: CICT C2CT C3CT = d) Find rank(C) and rank(C) by typing RanC=rank(C) and RanCt-rank(C) Write down dimension of row(C) and col (C) as: 10 Drowspace- type your answer here Dcolspace- type your answer hereStep by Step Solution
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