👉 Dilation is a mathematical operation in geometry that involves stretching or shrinking figures by a scale factor. The operation can be applied to any two points on a plane, and it results in a new point that is closer to both of its original positions. In terms of mathematics, a dilation is defined as follows: 1. A dilation scales the distance between two points by a given scale factor. 2. If \(x\) and \(y\) are the coordinates of two points on a plane, then a
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What is the definition of Dilations? 🙋
👉 Dilations are transformations in mathematics that involve stretching or shrinking shapes. In other words, a dilation is an operation that changes the size of a shape without changing its shape itself. Dilation can be applied to objects by stretching them horizontally, vertically, or both. For example, consider a square with side length 4 units. A dilation would stretch it into a rectangle with dimensions 8 units (width) and 4 units (height). This transformation is known as a horizontal dilation because the
What is the definition of Dilatation? 🙋
👉 Dilation is a process that involves stretching or shrinking an object in relation to its original size. This can be achieved by applying forces, such as compression or stretch, on the object's surface until it becomes smaller than before. This process is often used in medicine and engineering to manipulate objects to make them smaller or larger based on their requirements.
