The transformation equation defines a mathematical relationship between the coordinates of a point in one coordinate system and its corresponding coordinates in another coordinate system. It's used to describe how a geometric shape or object changes when subjected to various transformations like translation, rotation, scaling, etc.
Considering x to be a given equation and y being a root connecting the transformed equation, there is a transformed equation that is to be obtained by putting as convention x= – y in f(x) = 0.
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The transformation equation defines a mathematical relationship between the coordinates of a point in one coordinate system and its corresponding coordinates in another coordinate system. It's used to describe how a geometric shape or object changes when subjected to various transformations like translation, rotation, scaling, etc.
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➳ CONCEPT OF EQUATION OF TRANSFORMATION
Considering x to be a given equation and y being a root connecting the transformed equation, there is a transformed equation that is to be obtained by putting as convention x= – y in f(x) = 0.
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