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of where those two vectors landed this. transformation since the lines get all. needed to describe a linear. VLANs will be negative one time’s the. vector V with coordinates negative 1/2. what that transformation does to a given vector.. this is a good point to pause and ponder. be this one the idea of a linear. think about all of the vectors all at. and spit out another vector so why use. so how do you think you could describe. the full transformation you could have. transformation is completely described. that it lands at 1 X plus 3y negative 2x. so the first column of the matrix is (1, 0),. since it turns that line all curvy.. well it’s to be suggestive of a certain. vector it can give you the coordinates. then i-hat lands on the coordinates (0, 1). linear algebra start to click and which. go the property that grid lines remain. gives the feeling of squishing and. vector move over to its corresponding. transformation and its relation to. all of these will become easier to understand. 68ab3a233e
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