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# Mathematical Logic Mocktest For MHT-CET 2023

Mathematical Logic Mocktest For MHT-CET 2023 Domocktest Digital platform created a Online test Series for MHT-CET examination. This is state level exam conducted by Maharashtra Test cell for Students to take admission in different college’s all over Maharashtra for qualifying degrees like engineering . In this test we have selected some common questions came in the past few years of MHT-CET examination. Time is the most precious thing in any exam so we give you a timer to complete the test and check your skills.

#### Mathematical logic includes the following topics for Mhtcet 2023.

Before starting the quiz please study and prepare all the following topics of mathematical logic to score good.

• Statements
• Logical Connectives
• Truth tables for Compound Statements
• Relation between Compound Statements and Sets in Set theory
• Statement pattern
• Converse, Inverse, Contrapositive of Statement
• Logical Equivalence
• Algebra of Statements
• Types of Statements
• Quantifiers and Quantified Statements
• Principles of Duality
• Negation of a Statement
• Application of Logic to Switching Circuits

Mathematical Logic Mocktest For MHT-CET 2023

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You have to complete the quiz before 25 minutes.

Time up! Created on By admin Mathematical logic quiz mocktest MHT-CET 2023

Mathematical logic important questions for MHT-CET. This questions are really helpful to you to score good marks in examination.

Best Of Luck

1 / 25

which of the following is a statement in logic

2 / 25

p: Sunday is a holiday, q: Ram does not study on holiday. The symbolic form of the statement

'Sunday is a holiday and Ram studies on holiday' is,

3 / 25

Assuming the first part of each statement as p, second as q and the third as r, then the statement ' If A, B, C are three distinct  points, then either they are collinear or they form a triangle ' in symbolic form is

4 / 25

If p and q are true statements in logic, which of the following statement is true

5 / 25

If the truth values of  p, p↔r, p↔q are F,T,F respectively, then respective truth values of q and r are

6 / 25

The Boolean Expression (p ∧ ~q) ∨ q ∨ (~p ∧ q) is equivalent to

7 / 25

If c denotes the contradiction then dual of the compound statement ~p ∧ (q ∨ c) is

8 / 25

The Negation of the statement given by "He is rich and happy" is

9 / 25

Which of the following quantified statement is true

10 / 25

If (p ⋀~q)→(~p ⋁ r) is a false statement, then respective truth values of p, q and r are

11 / 25

The negation of the statement "some equations have real roots" is

12 / 25

The statement ~(p⇿~q) is

13 / 25

p: A man is happy

q: The man is rich

The symbolic representation of "If a man is not rich then he is not happy' is

14 / 25

The converse of the contrapositive of p→q is

15 / 25

The statement pattern (~p ⋀ q) is logically equivalent to (o

16 / 25

Which of the following is not true for any two statement p and q

17 / 25

The statement pattern p ⋀ (~p ⋀ q) is

18 / 25

Which of the following statement pattern is a tautology

19 / 25

The Boolean expression ~(p ⋁ q) ⋁ (~p ⋀ q) is equivalent to

20 / 25 The symbolic form of logic for the above circuit is

21 / 25

Let p: A triangle is equilateral, q: A triangle is equiangular, then inverse of q→p is

22 / 25 The symbolic form of above circuit is

23 / 25 Symbolic form of the given switching circuit is equivalent to

24 / 25

The negation of (p⋁~q) ⋀ q is

25 / 25

The following statement is

(p→q)→[(~p→q)→q]