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Worksheets of Relations and Functions

Test your skills on Relations and Functions by trying out Relations and Functions worksheets. 5 Relations and Functions worksheets available to gain expertise and excel in your grades. The worksheets on Relations and Functions have been designed to offer a wide range of questions covering all details of the Relations and Functions and are in compliance with the k-12 curriculum. Detailed answers will be provided after you have attempted the Relations and Functions worksheet. Each worksheet will have around 10 questions and there are multiple worksheets available to try out.

  • Coordinate Plane Worksheet

    1. Find the quadrants of given points A (-2, -2), B (1, -2) and (1,2)?
      • Fourth quadrant, First quadrant, Third quadrant
      • Fourth quadrant, Fourth quadrant, Fourth quadrant
      • Fourth quadrant, First quadrant, Second quadrant
      • Third quadrant, Fourth quadrant, First quadrant
    2. Find the coordinate point which is lie on given equation 2y = 3x +4?
      • Point P (2, 3)

      • Point Q (1, 3)
      • Point R (2, 5)
      • None of these
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  • Relations and Functions Worksheet

    1. The relation R on R defined as R = (m, n): m ≤ n, then the relation is?
      • Reflexive, symmetric and transitive
      • Reflexive but neither symmetric nor transitive
      • Reflexive and transitive but not symmetric
      • None
    2. The relation R on R defined as R = (m, n): and the condition is m ≥ n, then the relation is?
      • Reflexive, symmetric and transitive
      • Reflexive but neither symmetric nor transitive
      • Reflexive and transitive but not symmetric
      • None
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  • Functions Worksheet

    1. Suppose ‘A’ is the set of all 50 students of a class in a central school. Let f: A →N be a function and ‘N’ is the natural number, then the function is?
      • One-one but not onto
      • Both one-one and onto
      • Onto but not one-one
      • None
    2. The function f: N →N, given by f (A) = 5A is?
      • Onto but not one-one
      • Both one-one and onto
      • One-one but not onto
      • None
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  • Relations Worksheet

    1. If there are three relations R1, R2, R3 are defined on set S = p, q, r as follows.
      R1 = (p, p), (p, q), (p, r), (q, q), (q, r), (r, p), (r, q), (r, r);
      R2 = (p, q), (q, p), (p, r), (r, p),
      R3 = (p, q), (q, r), (r, p) then show that the relations R1, R2, R3 are?
      • Reflexive, symmetric and transitive
      • Reflexive, not symmetric and transitive
      • Not reflexive but symmetric and transitive
      • None
    2. Show that the relation ‘R’ on set ‘S’ = 3, 4, 5 is given by R = (3, 3), (4, 4), (5, 5), (3, 4), (4, 5) then the relation is?
      • Reflexive, symmetric and transitive
      • Reflexive but neither symmetric nor transitive
      • Not reflexive but symmetric and transitive
      • None
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  • Patterns Worksheet

    1. What will be the next number in the series 2, 4, 6, 8, 10?
      • 12
      • 11
      • 14
      • None of these
    2. What will be the next number to complete the given pattern of numbers: 3, 9, 27, 81?
      • 15
      • 243
      • 24.3
      • None of these
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