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A segment can be divided into n congruent segments by bisecting segments repeatedly. What are some of the possible values of n? Give a rule for n.
Give a rule for n. Choose the correct answer below.

A Segment Can Be Divided Into N Congruent Segments By Bisecting Segments Repeatedly What Are Some Of The Possible Values Of N Give A Rule For N Give A Rule For class=

Sagot :

Using the bisection concept, the rule for n is given as follows:

D. n = 2x, where x is the number of times each segment is bisected.

What is a bisection?

A bisection happens when a segment is divided into two equal segments.

Hence:

  • If one segment is bisected, there will be two congruent segments.
  • If two segments are bisected, there will be four congruent segments.
  • If three segments are bisected, there will be six congruent segments.
  • If n segments are bisected, there will be 2n congruent segments.

Hence the rule is given by:

D. n = 2x, where x is the number of times each segment is bisected.

More can be learned about bisections at https://brainly.com/question/25770607

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