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The first number represents bodily injury per person, the second number represents bodily injury per occurrence, and the last number represents property damage per occurrence.

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M Khan

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Related Questions

Which transformation does not always result in congruent figures in the coordinate plane?

A transformation that does not always result in congruent figures in the coordinate plane is dilation. While dilations can resize figures, they change the dimensions of the original shape, leading to figures that are similar but not congruent. In contrast, transformations like translations, rotations, and reflections preserve the size and shape of the figures, resulting in congruence.


Can you describe the transformation using coordinate notation?

Yes, you can describe the transformation using coordinate notation. For example, if your coordinate notation is A(3,4)+(2,-2)---> A'(5, 2), you know that the "length"/x value increased and your y value/"height" decreased.


What are the properties of translations?

Translations are rigid motions that preserve the shape and size of geometric figures, meaning that the original and translated figures are congruent. They maintain the orientation of the figure and do not alter distances between points. In coordinate geometry, a translation is defined by a vector that indicates how far and in which direction to move each point of the figure. Additionally, translations are commutative, meaning that the order of applying multiple translations does not affect the final position.


How can the movement of a figure either up or right on a coordinate grir both be considered translations?

In a coordinate grid, a translation refers to moving a figure from one position to another without changing its shape, size, or orientation. Moving a figure up involves increasing its y-coordinate, while moving it to the right involves increasing its x-coordinate. Both movements maintain the figure's integrity and simply shift its location, which exemplifies the concept of translation in geometry. Thus, regardless of the direction, both movements are classified as translations because they involve consistent, parallel shifts along the axes.


How do you find the distance on a coordinate map?

To find the distance on a coordinate map, you can use the Pythagorean theorem to calculate the shortest distance between two points. Simply calculate the horizontal and vertical differences between the points, then use these differences as the sides of a right triangle to find the distance.


A figure in the coordinate plane is reflected across the line y=x+2 and then across the line y=x+4. what is the translation vector that describes the composition of the reflections Give your answer in vector format?

6


How does an ordinate differ from a coordinate?

There are slight differences between a coordinate and and ordinate. In mathematics, an ordinate is plotted on the vertical axis of a two dimensional system and is an element of an ordered pair. A coordinate however, refers to a geometry system which uses one or more than one number to chart and determine the position of a point or other geometic element.


What the coordinate is called?

x-coordinate: abscissa y-coordinate: ordinate


What is a coordinate plane that has no breaks in it?

A coordinate plane! If it has one or more breaks in it is not a coordinate plane but only a part of one.


Is a coordinate graph the same as a coordinate plane?

no, coordinate graph is a graph made on a coordinate plane i.e xy-plane


Which coordinate in the equatorial coordinate system is like longitude in the geographical coordinate system?

a coordinate system is lines of longuitude and latitude that are used in a map to locate something. There is a coordiante in the Equatorial Coordinate System that is like longitude in the Geographical Coordinate System.....what is the coordinate? Celestial Equator?


What are the differences between Cartesian coordinate and polar coordinate systems, and how do they affect the representation of points in a two-dimensional space?

The Cartesian coordinate system uses x and y axes to locate points based on their horizontal and vertical positions, while the polar coordinate system uses radius and angle to locate points based on their distance and direction from a central point. Cartesian coordinates are more commonly used for linear equations and geometric shapes, while polar coordinates are useful for representing circular patterns and curves. The choice of coordinate system affects how points are located and described in a two-dimensional space.