To describe a particular transformation fully, it means to describe what has happened to shape B to make it into shape A.
In this instance, you would start off your description with "Reflection". Next, you must identify the mirror line which is between shape B and A. Make sure to mark it in. Next, you would write Mirror Line= ?? (We will replace the ?? later). Because all transformations are on graphs with co-ordinates, you will need to work out where your mirror line lies. An example would be, Mirror Line: x=2. This means the mirror line is on the 2nd sector within the X axis.
Hope this makes sense. It probably is a little confusing but with a few drawn examples it would be a lot better to understand.
When you're dealing with mirrors, changing a shape from one orientation to another.
No, but a diamond is.
It would be an infinite sphere.
Its Orientation
its a shape
When you're dealing with mirrors, changing a shape from one orientation to another.
A face value in maths is the out-side of the shape, as to say the face of a shape. The face value is the sides of a shape.
No, but a diamond is.
A reflection is when a shape flips completely over. The coordinates of the shape will opposite as well. The reflection can change depending what you are flipping it over.
It would be an infinite sphere.
To rotate a shape using reflection, you would typically mirror the shape across a line (such as the x-axis, y-axis, or a custom line). The reflection operation then creates the rotated shape as a mirror image of the original shape.
nonagon
its a shape
Its Orientation
A glide reflection is where you reflect the shape and translate it. A glide rotation is where you rotate a shape and translate it. A glide translation doesn't exist.
A shape in 2-dimensional space - a flat shape.
Triangle is a shape with three sides.