it goes upside down
When the sides of a shape enlarge, the perimeter increases proportionally based on the lengths of the sides. For example, if each side of a polygon is increased by a certain factor, the new perimeter will be the original perimeter multiplied by that same factor. This means that enlarging the sides directly affects the total length around the shape, resulting in a larger perimeter.
The perimeter is also twice as large.
mesure the distance from the point to a corner, then keep going for distance * scale do it for each corner
No, it is not. Length is a metric that is defined as the absolute value of the distance between two points.
Yes, when you enlarge an image on a photocopy machine, it can be considered a dilation. Dilation in geometry refers to the transformation that changes the size of a figure while maintaining its shape and proportions. In the case of photocopying, the enlarged image retains the same shape and relative dimensions as the original, making it an example of dilation.
If all dimensions of the shape are increased then its area will also increase
how to enlarge pennies?AnswerLay the penny out on a railroad track, it will take on an enlarged, oval shape.
When the sides of a shape enlarge, the perimeter increases proportionally based on the lengths of the sides. For example, if each side of a polygon is increased by a certain factor, the new perimeter will be the original perimeter multiplied by that same factor. This means that enlarging the sides directly affects the total length around the shape, resulting in a larger perimeter.
if you multiply all the points by one you get the same points so the shape stays the same.
The radius can't be negative. The shape would simply not exist.
The perimeter is also twice as large.
mesure the distance from the point to a corner, then keep going for distance * scale do it for each corner
To reduce the size or shape of your breasts, or enlarge it, you need surgery.
No, it is not. Length is a metric that is defined as the absolute value of the distance between two points.
Enlargement in math is when you take a shape and make it bigger or smaller while keeping the same shape and proportions. It's like using a photocopier to resize an image, but with numbers and geometry instead of paper and ink. So, basically, it's just math's way of saying "bigger is better... sometimes."
Yes, when you enlarge an image on a photocopy machine, it can be considered a dilation. Dilation in geometry refers to the transformation that changes the size of a figure while maintaining its shape and proportions. In the case of photocopying, the enlarged image retains the same shape and relative dimensions as the original, making it an example of dilation.
When ( F(x) ) is a very small negative number, the graph of the function shifts downward slightly. This means that the y-values of the graph decrease by that small negative amount, causing the entire graph to dip slightly below its original position. The overall shape of the graph remains unchanged, but every point on the graph moves down slightly. This can affect the function's intercepts and may alter its behavior near the x-axis.