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Graphs Quiz - CBSE Class 11 Mathematics

Free practice quiz: Graphs (CBSE Class 11 Mathematics). 18 multiple-choice questions with answers and explanations. Play online, no sign-up needed.

This CBSE Class 11 Mathematics practice quiz has 18 multiple-choice questions on Graphs, and 18 of them come with an explanation. Try the 5 sample questions below (tap an option to check yourself), then play the full quiz online. No sign-up needed.

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Sample questions

  1. What is the range of the sine function?

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    Answer: A. [-1, 1]

    The sine function maps any angle to a value between -1 and 1.

  2. What is the vertical shift of the function y = cos(x) + 2?

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    Answer: A. 2 units up

    The '+ 2' at the end of the function indicates a vertical shift of 2 units upwards.

  3. At what points does cos(x) achieve its maximum value?

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    Answer: A. x = 0 + 2nπ

    Cosine reaches its maximum value of 1 at angles where x = 0 + 2nπ, where n is an integer.

  4. What is the equation of the horizontal line that is the midline for y = 4sin(x) + 2?

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    Answer: D. y = 2

    The equation y = 4sin(x) + 2 has a midline equation y = 2, being 2 units above the x-axis.

  5. What is the horizontal stretch factor for y = sin(1/2x)?

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    Answer: A. 2

    The horizontal stretch factor given by sin(kx) implies stretching by a factor of 1/k. Here k = 1/2, so stretch is by 2.

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More questions in this quiz

Answers and explanations are in the full quiz.

  1. What is the period of the cosine function?
  2. What is the amplitude of the function y = 3sin(x)?
  3. Where does the graph of y = tan(x) have its asymptotes?
  4. What is the frequency of the function y = sin(2x)?
  5. Which function is an odd function?
  6. At what point does the graph of y = sin(x) intersect the x-axis?
  7. For the equation y = sec(x), what points does it have vertical asymptotes?
  8. What is the phase shift of the function y = cos(x - π/4)?
  9. What values of x a symmetrical point about origin exists for the function y = tan(x)?
  10. What is the transformation of y = cos(x) to y = -cos(x)?
  11. In which interval is the function y = sin(x) strictly increasing?
  12. Find the phase shift and period of y = tan(x - π/4).
  13. How does y = 1 + sin(x) differ graphically from y = sin(x)?

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