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Similarities and differences between solving an absolute value equation and solving an absolute value inequality are shown below.

Similarities and differences between solving an absolute value equation and solving an absolute value inequality:

1) The absolute value equation of a number is simply the number's distance from zero.

  • As a result, absolute values are always positive.
  • This is due to the fact that they always employ the positive numbers contained within the absolute value sign.
  • As a result, we can claim that they have a range that includes all positive values.
  • Linear equations, on the other hand, specify values that can be negative, positive, or even zero.
  • As a result, linear equations define all values.
  • Another distinction is that the graph of an absolute value function is V-shaped, whereas the graph of a linear function is straight.

2) Absolute value inequalities and linear inequalities share the fact that they both have two variables and so require a second equation to obtain the variables.

Therefore, the similarities and differences between solving an absolute value equation and solving an absolute value inequality are shown.

Know more about the absolute value equation here:

https://brainly.com/question/2166748

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