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MTH202 Midterm Current Subjective by VUBuddy

Discrete Mathematics PDF 87 KBUpdated 23 Oct 2026
Midterm past paper MTH202 Midterm Current Subjective by VUBuddy PDF 87 KB
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Type
Midterm past paper
Course
MTH202 Discrete Mathematics
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PDF 87 KB
Updated
23 Oct 2026
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MTH202 Mid Term Past Papers · (Some Current Papers) · 1) Paper No 1: June 2018

Most MCQS are Conceptual Means You want to solve it in order to get the right answer:

Some Short Question Are From the Following Given Topics: 1) One Question is from Recursion 2) One is From the Truth Table 3) And A Ven Diagram we just want to fill it out

Some Long Question Are From the Following Topics:

1) One is From Arithmetic Sequence 2) And One is From Cartesian Product

2) Paper No 2:

Q1. What is the smallest integer N such that [N/6] =9?

  1. Find the greatest common divisor of the following pair of integer: 72,63.
  2. How many distinguishable ways can the letters of the word HULLABALOO
  3. 1 Question was mathematical induction on page 170 handouts

Q5. Suppose that a connected planar simple graph has 15 edges. If a plane drawing of this graph has 7 faces, how many vertices does this graph have?

Q6. what is the smallest integer N such that [N/9] =6?

3) Paper No 3:

Q1. f (x) = 2x+1/2x+2 Is f onto?

  1. Prove that a divide b, b divide c and c divide a. Draw a full binary tree with seven vertices.
  2. Find the greatest common divisor of the following pair of integer: 72,63
  3. How many ordered selections of two elements can be made from the set of 4 elements.
  4. There are 25 people who work in an office together. Four of these people are selected to attend four different conferences. The first person selected will go to a conference in New York, the second will go to Chicago, the third to San Francisco, and the fourth to Miami. How many such selections are possible?

4) Paper No 4:

MCQS:

My today paper mth202 All the mcqs from moaaz file and the subjective questions:

QUESTIONS:

  1. Question Let A and B be the events. Rewrite the following event using set notation “A or not B occurs”.
  2. Find a non-isomorphic tree with three vertices.

Q3. The members of a club are 12 boys and 8 girls. In how many ways can a committee of 3 boys and 2 girls be formed?

Q4. What is the probability of getting a number greater than 2 when a dice is tossed?

  1. Use Kruskal’s Algorithm to draw the minimal spanning tree for the graph below. Indicate the order in which edges are added to form a tree.

Q6. One question from truth table One question from contrapositive of a conditional statement ?

  1. definition of permutation .

(THE END)

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MTH202 Discrete Mathematics All MTH202 handouts, past papers, quizzes and MCQs in one place. Open course page

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