- On page 1, examples are provided to understand the geometry of linear transformations.
- In the first box click on "Click here" button for geometry of T, then click on "T is linear" if you feel T is linear other wise click on "T is not linear" to display the result and the reason.
- Repeat the same process for the remaining examples.
- Click on the “Next” button to go to the next page.
- Enter the values for bases B1 and B2 and press “Submit” button to display the chosen basis and matrix associated with T w.r.t. the bases B1 and B2.
- Click on the “Next” button to go to the next page for the reverse problem.
- Enter the values a, b, c and d to choose a matrix and click on “Submit” button to display it.
- Enter the values for f1 and f2 to choose basis B1 for the domain R2 and click on “Submit” button to display it.
- Enter the values for e1 and e2 to choose basis B2 for the co-domain R2 and click on “Submit” button to display it.
- Click “Linear Transformation associated with matrix A” button to display the result.
- Click on “See Explanation” link for the required explanation.
