“R is a robot of M” means that R can perform some of the tasks that M would…

2010

“R is a robot of M” means that R can perform some of the tasks that M would otherwise perform, and R cannot perform any task outside that range. Which representation most appropriately models this situation?

  1. D.

    None of these

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Concept

A Venn diagram represents sets by regions. If every element of one set belongs to another set, the first set is a subset and is drawn wholly inside the second; partial overlap and separation represent different relations.

Application

  1. Let R be the set of tasks the robot can perform and M be the set of tasks M can perform.

  2. R cannot perform anything outside M's task range, so every task in R also belongs to M; therefore R is a subset of M, written R ⊆ M.

  3. The word “some” indicates that R need not perform all of M's tasks, so the diagram should show R as the smaller set entirely within M.

Cross-check and contrast

  • Overlapping circles allow tasks belonging only to R, which contradicts the stated restriction.

  • Nested circles express complete containment of R within M.

  • Separate circles express no shared tasks, which contradicts R performing some tasks of M.

  • “None of these” is unnecessary because the nested-circle representation is available.

Therefore, the appropriate model is the diagram with the smaller circle completely inside the larger circle.

Explore the full course: Mppsc Assistant Professor Computer Science Paper 2

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