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01
Step 1: Start by identifying the two corresponding points between the original figure and the enlarged figure.
02
Step 2: Use a ruler to measure the distance between these two points on both figures.
03
Step 3: Divide the distance between the corresponding points on the enlarged figure by the distance on the original figure to obtain the scale factor.
04
Step 4: The centre of enlargement is the point where the scale factor intersects the line connecting the corresponding points.

Who needs finding centre of enlargement?

01
Mathematics students learning about transformations in geometry.
02
Architects and designers working with scale models.
03
Artists and illustrators creating proportionate drawings or paintings.
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Engineers and surveyors working with scaling measurements.
05
Photographers and graphic designers resizing images or photographs.
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The finding centre of enlargement refers to a specific point on the scale of a transformation that determines how an image is enlarged or reduced relative to its original dimensions.
Entities that are involved in transformations that require a formal report of enlargement, such as businesses undergoing significant changes or organizations needing to document structural alterations, are required to file the finding centre of enlargement.
To fill out the finding centre of enlargement, one must provide specific details about the transformation being reported, including the original dimensions, the new dimensions, and the coordinates of the centre point of enlargement.
The purpose of the finding centre of enlargement is to ensure accurate representation and calculation of transformations, allowing for a clear understanding of how an image or structure has changed.
Information that must be reported includes the original and new dimensions, the coordinates of the centre of enlargement, and any relevant mathematical calculations used in the transformation.
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