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Data in order from the smallest to largest or vice versa?

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∙ 8y ago

Updated: 11/3/2022

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∙ 3y ago

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What is Data in order from the smallest to largest or vice a versa?

It is ordered data.

Data in order from smallest to largest or vice-versa is?

rank

Data in order from the smallest to largest or vice-versa?

range

Data in order from smallest to largest or vice-versa?

numerical order

Is ranking data in order from smallest to largest or vice-versa?

Yes. In the field of "ordered statistics" it makes no difference if data is ranked smallest to highest or vice-versa, but the convention is to consider rank = 1 the smallest value and rank = m the largest value of m values.

Related Questions

What is Data in order from the smallest to largest or vice a versa?

It is ordered data.

What is the data in order from smallest to largest or vice versa?

It is ordered data.

What is data in the order from smallest to largest or vice-versa?

Ordered data.

Data in order from smallest to largest or vice-versa is called?

Data in order from smallest to largest or vice-versa is called numerical order. It is a systematic arrangement of numbers.

Data in order from smallest to largest or vice-versa is?

rank

Data in order from the smallest to largest or vice-versa?

range

What is data in order from smallest to largest or vice-versa?

Range what about ranking?

Data in order from smallest to largest or vice-versa?

numerical order

Data in order from smallest to largest or vice- versa?

Arranging data from smallest to largest is called ascending order, while arranging data from largest to smallest is called descending order.

Data in order from smallest to largest or vice-versa is called what?

Range what about ranking?

What is the data in order from smallest to largest?

What are the numbers? you can put them from largest to smallest or Visa-Versa. it is called NUMERICAL ORDER

Is ranking data in order from smallest to largest or vice-versa?

Yes. In the field of "ordered statistics" it makes no difference if data is ranked smallest to highest or vice-versa, but the convention is to consider rank = 1 the smallest value and rank = m the largest value of m values.

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