Update Volume using query in SQL

  • hi experts,

    I have one simple question here about update the value using query itself as shown below.
    is there a simple way to update Volume column using query column?

    first 4 rows will return same value,
    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

    thanks
    Austin

  • Im thinking add seq number to the table and using seq to update each row in the table but am not sure. any suggestion?

    declare @seq int =1

    declare @seq_max int = (select max(seq) from [AdventureWorksDW2008R2].[dbo].[test])

    declare @sql varchar(max)= (select query from [AdventureWorksDW2008R2].[dbo].[test] where seq = @seq)

    while (@seq <= @seq_max)

    update a

    set a.volume = ??????

    from [AdventureWorksDW2008R2].[dbo].[test]a

    where seq = @seq

    @seq =@seq +1

  • caojunhe24 - Monday, September 24, 2018 7:40 AM

    hi experts,

    I have one simple question here about update the value using query itself as shown below.
    is there a simple way to update Volume column using query column?

    first 4 rows will return same value,
    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

    thanks
    Austin

    Please define exactly what content you want in the [volume] column and how it's derived.

    “Write the query the simplest way. If through testing it becomes clear that the performance is inadequate, consider alternative query forms.” - Gail Shaw

    For fast, accurate and documented assistance in answering your questions, please read this article.
    Understanding and using APPLY, (I) and (II) Paul White
    Hidden RBAR: Triangular Joins / The "Numbers" or "Tally" Table: What it is and how it replaces a loop Jeff Moden

  • Hi guru,

    the volume should be float value and it's derived from query column{select count(*) from ..}

    e.g in the first row if you excute the select query from [query] column it will have 20 this 20 should be in [Volume] column.

    thanks
    Austin

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