## NCERT Solutions for Class 11 Maths Chapter 14 Mathematical Reasoning

## FAQs on NCERT Solutions for Class 11 Maths Chapter 14: Mathematical Reasoning - Exercise 14.5

1. Is the Reasoning (Ex. 14.5) chapter in the math book for 11th grade important?

Class 11 Mathematical Reasoning When doing your assignment, NCERT Solutions is of great assistance. NCERT Solutions for Class 11 Mathematical Reasoning, Chapter 14 Expert Vedantu Teachers prepared each exercise.

2. What is Direct Variation?

A differential equation links the derivative of one or more illustrated functions. Applications usually involve a differential equation that establishes a relationship between the three components: functions that represent physical quantities, derivatives that show the rates at which those quantities change, and derivatives that indicate the rates at which those quantities change.

3. Why should a person choose the Vedantu NCERT Solutions for Class 11 Math, Chapter 14 Differential Equations Exercise 14.5?

The NCERT solutions for Ex. 14.5 from Class 11 Maths from Vedantu are regarded as the best option for CBSE students when it comes to exam preparation. This chapter has many exercises. Exercise 14.5 for Class 11 Maths NCERT solutions are available in PDF format on this page. You can view and study this solution immediately from the Vedantu website or app, or you can download it as needed.

4. What is the contradiction? With Example.

A contradiction exists in mathematics when a proposition p is true and its negation p is also true. Now let's use an example to better understand the idea of contradiction. Consider the words "p" and "q." With respect to prime numbers a and b, X is equal to a divided by b.

Think about the sentences p and q.

Statement p: x = a/b, where a and b are prime numbers.

Statement q divides both A and B: 2.

5. What is contrapositive?

When you switch a statement's hypothesis and conclusion and reject both of them, you have a contrapositive statement. If we reverse the hypothesis and the conclusion and reject both, the conclusion is: If it's not a triangle, it's not a polygon.