Here we discuss the introduction and examples of Matlab transpose for better understanding. For a vector input, the transpose function will convert a number of elements in the vector as a number of rows of the output. Transpose function can be used for both real and complex matrices. With this setup, the solution to the equation x should be a vector of ones. For the right-hand side of the linear equation Ax b, use the row sums of the matrix. Create a 10-by-5 coefficient matrix by using the first five columns of magic(10). save 'yourfile.mat' x save transposed array as a named file. Use the economy-size QR decomposition of a coefficient matrix to solve the linear system Ax b.

xxlsread ('yourfile.xls') read excel spreadsheet of numeric values. Choose a web site to get translated content where available and see local events and offers. SAVE uses strings as its arguments so you can't do the transpose operation inside the command. The Transpose block computes the transpose of an M-by-N matrix. We use the transpose function to compute the transpose of a matrix, i.e., interchange its rows and columns. '28760 excel file that I need to turn in to a 87602.

Please note that since our input has 5 columns and 1 row, our output will have 5 rows and 1 column.Īs we can see in the output, the transpose function has interchanged our input vector rows and columns. Note: This is the only operation (that I am aware of) where the dot-operator does not signify element-wise operations, as it does with. With the dot operator (.') it produces the transpose without performing the complex-conjugate operation.

Pass this input vector as an argument to the transpose function. The ‘regular’ transpose operator (') produces a complex-conjugate transpose for complex numbers.

Initialize the input vector with 5 elements.

In this example, we will use the transpose function to compute the transpose of a vector with 5 elements. Next, we will use the transpose function to compute the transpose of a vector input. In the above 4 examples, we have used a matrix as our input to the transpose function.

Initialize the input matrix with complex elements.Īs we can see in the output, the transpose function has interchanged the rows and columns of our non-square input matrix.

In this example, we will use the transpose function to compute the transpose of a 3 x 3 complex matrix. Next, let us take an example where our input matrix will have complex elements as well. In the above 2 examples, our input matrix was of real elements. In this example, we will use the transpose function to compute the transpose of a 3 x 3 real matrix.Īs we can see in the output, the transpose function has interchanged the rows and columns of our input matrix.

Pass this input matrix as an argument to the transpose function.Īs we can see in the output, the transpose function has interchanged the rows and columns of our input matrix.

Matlab transpose matrix