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Name Date Class LESSON 172 xx Practice A Symmetry Terms: coincides line of symmetry plane symmetry order the smallest Fill in the blanks to complete each definition. 1. The number of times a figure
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How to fill out lesson practice a 17-2x-x:

01
Start by identifying the given equation and understanding its structure. In this case, the equation is a 17-2x-x.
02
Simplify the equation by combining like terms. In this example, -2x and -x are like terms, so they can be combined to give -3x.
03
Substituting the simplified form into the original equation, we have a 17-3x.
04
Evaluate the equation by substituting different values for x to find the corresponding y-values. This will help you graph the equation and understand its behavior.
05
Plot the points on a coordinate plane to see the graph of the equation.
06
Analyze the graph to find important information such as the intercepts, slope, or any special features.
07
Use the graph to solve any specific questions related to the equation, such as finding the x-intercepts, y-intercepts, or the solutions to certain inequalities.
08
Finally, interpret the results in the context of the problem or situation given in the lesson practice.

Who needs lesson practice a 17-2x-x:

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Students studying algebra or mathematics who are learning about linear equations and graphing.
02
Individuals preparing for standardized tests or exams that include questions on linear equations.
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Teachers or tutors looking for practice materials to reinforce the concepts of linear equations and graphing in their lessons.
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Harcourt McDougal semiregular Mifflin Houghton x2 x-x tessellation TESSELLATIONS polygons rotational Transformations congruent perpendicular rotates coincides rotated COMPOSITIONS reflections divides coincide Symmetry dimensional halves axis reflected Alg

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