| Teacher/User Name: DEMO | Name:__________________________ |
| Practice Problems By Easy Worksheet
| Period: ________ Date: ____________ |
| | Worksheet generated by https://www.easyworksheet.com All rights reserved. Copyright 1998 Triple Threat Inc. |
Solve: | |||
| 1) | Given the transformation T(x1, x2) = Show that T is a linear transformation by finding the matrix A that describes this transformation. By Easy Worksheet By Easy Worksheet By Easy Worksheet By Easy Worksheet |
2) | Find the standard matrix of the transformation T: ℜ2 → ℜ2 that first rotates counterclockwise by π/6 then reflects through the line x2 = x1 |
| 3) | Given the transformation T(x1, x2) = Find x such that T(x) = (0, -540, 324, -432, 540, 0) By Easy Worksheet By Easy Worksheet By Easy Worksheet By Easy Worksheet |
4) | Find the standard matrix of the transformation T: ℜ2 → ℜ2 that first reflects through the line x2 = -x1 then rotates counterclockwise by π/3 |