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When is a series of terms said to be in the order of increasing extension? (A) When each term in the series (except the first) denotes a class having more members than a class denoted by the term preceding it. (B) When the class size gets larger with each successive term. (C) When each term in the series (except the first) denotes a class having fewer members than the class denoted by the term preceding it. (D) When the class size gets smaller with each successive term Choose the most appropriate answer from the options given below :

When is a series of terms said to be in the order of increasing extension? (A) When each term in the series (except the first) denotes a class having more members than a class denoted by the term preceding it. (B) When the class size gets larger with each successive term. (C) When each term in the series (except the first) denotes a class having fewer members than the class denoted by the term preceding it. (D) When the class size gets smaller with each successive term Choose the most appropriate answer from the options given below : Correct Answer Only (A) and (B) are correct

The increasing extension is when each term in a series (except the first) denotes a class having more members than the class of the term preceding it.

Key Points

The presence of the following characteristics makes a series in the increasing order:

  • With the increasing extension is the class size gets larger with each successive term.
  • As extension increases, each term describes a class with more and more entities in it.
  • It implies that the first term is the smallest and the next term gets larger along with the series.
  • In an increasing series, the terms follow generally a pattern that helps in decoding the logic behind the numbers present in the series.

Examples:

  • An example of an extension is adding a second story to a single-story house.
  • An example of an extension is line two on a business line.

From the above discussion, it can be said that only statements A and B support the logic of increasing the order of series.

Hence, Only (A) and (B) is correct about a series of terms said to be in the order of increasing extension.

n other words, the class size gets larger with each term.tHE

A series of terms is in the order of increasing extension when each term in the series(except the first) denotes a class having more members than the class denoted by theterm preceding it.In other words, the class size gets larger with each term

A series of terms is in the order of increasing extension when each term in the series(except the first) denotes a class having more members than the class denoted by theterm preceding it.In other words, the class size gets larger with each termA series of terms is in the order of increasing extension when each term in the series(except the first) denotes a class having more members than the class denoted by theterm preceding it.In other words, the class size gets larger with each termA series of terms is in the order of increasing extension when each term in the series(except the first) denotes a class having more members than the class denoted by theterm preceding it.In other words, the class size gets larger with each termA series of terms is in the order of increasing extension when each term in the series(except the first) denotes a class having more members than the class denoted by theterm preceding it.In other words, the class size gets larger with each ter

Related Questions

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