Top 15 Spark Interview Questions in less than 15 minutes Part-2

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  • Опубликовано: 28 июн 2024
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Комментарии • 3

  • @vaibhavj12
    @vaibhavj12 2 месяца назад

    Helpful❤

  • @piyushjain5852
    @piyushjain5852 27 дней назад +1

    how number of stages = no of wide transformations + 1 ?

    • @sugunanindia
      @sugunanindia 18 дней назад

      In Apache Spark, the number of stages in a job is determined by the wide transformations present in the execution plan. Here's a detailed explanation of why the number of stages is equal to the number of wide transformations plus one:
      ### Transformations in Spark
      #### Narrow Transformations
      Narrow transformations are operations where each input partition contributes to exactly one output partition. Examples include:
      - `map`
      - `filter`
      - `flatMap`
      These transformations do not require data shuffling and can be executed in a single stage.
      #### Wide Transformations
      Wide transformations are operations where each input partition can contribute to multiple output partitions. These transformations require data shuffling across the network. Examples include:
      - `reduceByKey`
      - `groupByKey`
      - `join`
      Wide transformations result in a stage boundary because data must be redistributed across the cluster.
      ### Understanding Stages
      #### Stages
      A stage in Spark is a set of tasks that can be executed in parallel on different partitions of a dataset without requiring any shuffling of data. A new stage is created each time a wide transformation is encountered because the data needs to be shuffled across the cluster.
      ### Calculation of Stages
      Given the nature of transformations, the rule "number of stages = number of wide transformations + 1" can be explained as follows:
      1. **Initial Stage**: The first stage begins with the initial set of narrow transformations until the first wide transformation is encountered.
      2. **Subsequent Stages**: Each wide transformation requires a shuffle, resulting in the end of the current stage and the beginning of a new stage.
      Thus, for `n` wide transformations, there are `n + 1` stages:
      - The initial stage.
      - One additional stage for each wide transformation.
      ### Example
      Consider the following Spark job:
      ```python
      from pyspark import SparkContext
      sc = SparkContext.getOrCreate()
      # Sample RDD
      rdd = sc.parallelize([(1, 2), (3, 4), (3, 6)])
      # Narrow transformation: map
      rdd1 = rdd.map(lambda x: (x[0], x[1] * 2))
      # Wide transformation: reduceByKey (requires shuffle)
      rdd2 = rdd1.reduceByKey(lambda x, y: x + y)
      # Another narrow transformation: filter
      rdd3 = rdd2.filter(lambda x: x[1] > 4)
      # Wide transformation: groupByKey (requires shuffle)
      rdd4 = rdd3.groupByKey()
      # Action: collect
      result = rdd4.collect()
      print(result)
      ```
      **Analysis of Stages**:
      1. **Stage 1**: Includes `parallelize`, `map`. This is all narrow transformations.
      2. **Stage 2**: Starts with `reduceByKey` (a wide transformation) which triggers a shuffle.
      3. **Stage 3**: Includes `filter`, which is a narrow transformation.
      4. **Stage 4**: Starts with `groupByKey` (another wide transformation) which triggers another shuffle.
      So, there are two wide transformations (`reduceByKey` and `groupByKey`) and three stages (`number of wide transformations + 1`).
      ### Conclusion
      The number of stages in a Spark job is driven by the need to shuffle data between transformations. Each wide transformation introduces a new stage due to the shuffle it triggers, resulting in the formula: `number of stages = number of wide transformations + 1`. This understanding is crucial for optimizing and debugging Spark applications.