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Parallel and Distributed Computing Chapter Notes | AP Computer Science Principles - Grade 9 PDF Download

Exploring Parallel and Distributed Computing: AP Computer Science Principles

Introduction

Parallel and distributed computing are key concepts in AP Computer Science Principles, addressing the need for faster and more efficient computing as traditional sequential methods reach their limits. This chapter explains how parallel computing uses multiple processors simultaneously and how distributed computing leverages multiple devices across locations to solve problems. It covers their advantages, calculations for execution time and speedup, and includes an example problem. Understanding these concepts helps us see how modern systems handle large data sets and complex tasks efficiently.

Parallel and Distributed Computing Definitions

  • Sequential computing processes program instructions one at a time, but it’s limited as single processors can’t get faster without overheating.
  • Parallel computing:
    • Breaks a program into smaller tasks, some of which run simultaneously on multiple processors (cores).
    • Modern computers use 4 to 24 cores for parallel processing.
    • Advantages:
      • Saves time and money by performing tasks concurrently.
      • Scales better than sequential computing, handling increased workloads effectively.
  • Distributed computing:
    • Uses multiple devices, often in different locations, to run a program, communicating via messages.
    • Enables solving complex problems or handling large data sets that a single device couldn’t manage due to storage or processing limits.
    • Examples: Search engines, cloud applications (e.g., Gmail, Google Docs), and cryptocurrency mining.
  • Both parallel and distributed computing process large data or complex problems faster than sequential computing, without overheating hardware.

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What does parallel computing involve?
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Execution Time, Efficiency, and Speedup

AP CSP tests may include questions on execution time, efficiency comparisons, or speedup calculations for parallel and sequential solutions.

Calculating Execution Time

  • Sequential Solutions:
    • Total time is the sum of all step durations.
    • Example: Steps taking 40, 50, and 80 seconds take 170 seconds total.
  • Parallel Computing Solutions:
    • Time depends on the number of cores and whether steps are independent (don’t rely on each other’s results).
    • Example:For steps of 40, 50, and 80 seconds with two processors:
      • One processor does the 80-second step; the other does 40 and 50 seconds sequentially (90 seconds).
      • Total time is 90 seconds, as the longer processor’s time determines the total.
      • If the longest parallel task is longer (e.g., 100 seconds), it sets the total time.

Calculating Speedup

  • Speedup = (Sequential time) ÷ (Parallel time).
  • Example: 170 seconds (sequential) ÷ 90 seconds (parallel) = 1.88 speedup.

Speed Limits

  • Parallel computing speed is limited by sequential steps that must wait for prior results.
  • Non-programming example: In a group slideshow project, submitting the final slideshow can’t happen until all slides are ready, limiting parallel speedup.
  • Adding more processors eventually yields less speedup due to sequential steps or communication overhead.
  • Always check if steps are independent before calculating, as the problem will specify this.

Example Problem

Problem: A computer with two identical processors runs three independent processes:

  • Process X: 60 seconds
  • Process Y: 30 seconds
  • Process Z: 50 seconds

Question: What’s the minimum time to execute all processes in parallel?
Options: 
(a) 60 seconds
(b) 70 seconds
(c) 80 seconds
(d) 90 seconds
Ans:
(c) 80 seconds.
Solution: Processor A runs the 60-second process (X).
Processor B runs the 50-second process (Z), then the 30-second process (Y), totaling 80 seconds (50 + 30).
Since processes are independent, Processor B’s 80 seconds determines the total time, as Processor A finishes earlier (60 seconds).

Conclusion

Parallel and distributed computing enable faster processing for complex tasks and large data sets compared to sequential computing. These concepts are essential for modern applications and will be explored further in Big Idea 5, focusing on computing’s societal impacts.

Key Terms

  • Cores: Individual processing units in a processor, each capable of independent instruction execution for parallel processing.
  • Distributed Computing: A system where multiple networked computers collaborate on a task, sharing workloads across locations.
  • Efficiency: How effectively a program uses resources like time and memory, minimizing waste.
  • Execution Time: The duration a program or task takes to complete, influenced by processor speed and program complexity.
  • Independent Steps: Program operations that don’t depend on each other’s results, allowing concurrent execution.
  • Parallel Computing: Using multiple processors to simultaneously execute subtasks of a program, speeding up processing.
  • Processors: Circuits that execute instructions, manage memory, and handle input/output, acting as a computer’s brain.
  • Sequential Computing: Executing program instructions one at a time in a linear sequence.
  • Speedup: The ratio of sequential execution time to parallel execution time, showing how much faster a parallel solution is.
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FAQs on Parallel and Distributed Computing Chapter Notes - AP Computer Science Principles - Grade 9

1. What is the difference between parallel and distributed computing?
Ans. Parallel computing involves multiple processors working on a single task simultaneously to increase computational speed. In contrast, distributed computing involves multiple computers working together on different tasks to solve a problem, often over a network.
2. How is execution time calculated in computing?
Ans. Execution time is calculated by measuring the total time taken from the start of a program until it finishes. This includes all processing time, waiting time, and any delays caused by input/output operations.
3. What does speedup mean in the context of parallel computing?
Ans. Speedup is a measure of how much faster a parallel computing system performs a task compared to a single processor system. It is calculated by dividing the execution time of the single processor by the execution time of the parallel system.
4. Can you provide an example of calculating speedup?
Ans. Yes! If a task takes 10 seconds on a single processor and 3 seconds on a parallel system, the speedup would be calculated as 10 seconds / 3 seconds = approximately 3.33. This means the parallel system is about 3.33 times faster.
5. Why is efficiency important in parallel and distributed computing?
Ans. Efficiency is important because it measures how well the resources of the computing system are utilized. High efficiency indicates that most of the computing resources are actively used for processing tasks, which leads to better performance and less wasted time or energy.
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