reflection
Drumlin
The scale lets you figure out how far places are from anywhere else. If the scale is one inch per mile and two points are four inches apart, then they are actually four miles away from each other.
Its ovious why a compass points in different directions. For example, if your going north, the compass points north because your going that direction. Theres also a magnet concealed in the compass. How does the compass know what direction yoiur going. Earth it self is a magnet. When you head that direction, it will point
A compass rose.
In order to calculate Azimuth with google Earth one would need to figure the decimals of degree units that are used and find the direction of point A to B. Once the calculation has been made one can then decipher the amount of space between points A and B.
translation
Translation
translation
A translation.
The three transformations that have isometry are translations, rotations, and reflections. Each of these transformations preserves the distances between points, meaning the shape and size of the figure remain unchanged. As a result, the original figure and its image after the transformation are congruent.
Translation/Slide: to move all points in a figure the same distance and direction.
true
An isometry is a transformation that preserves distances between points, and it can either preserve or reverse orientation. For example, a rotation is an isometry that preserves orientation, while a reflection is an isometry that reverses orientation. Therefore, whether an isometry preserves orientation depends on the specific type of transformation being applied.
A vector is like an arrow. It points in the relevant direction and its length is a measure of the distance.
No, distance refers to the amount of ground covered between two points without considering direction. Direction is a separate concept that indicates the orientation of the movement between the two points.
A transformation that shifts all the points in a plane figure without altering the shape of the figure is called a "translation." During a translation, each point of the figure moves the same distance in a specified direction, resulting in a congruent figure in a new position. This operation maintains the figure's size, shape, and orientation.
Displacement includes the distance between the starting and ending points and the direction in which you travel.