# Inter maths solution for De Moivre’s theorem

Mathematics intermediate second year maths IIA solutions for some problems. These are very easy to understand.

Inter maths solutions for first year 1a and 1b for examination purpose. Inter maths 2a solutions for complex numbers and de moivre’s theorem.

**Inter first year 1a and 1b solutions are also available here for exam purpose**

** **1. Functions

3. Matrices

5. Trigonometric ratios upto transformations 1

6. Trigonometric ratios upto transformations 2

8. Inverse trigonometric functions

**You can also see the solutions for 1b for exam purpose**

1. Locus

5. Three dimensional coordinates

6. Direction cosines and direction ratios

7. The plane

12. Rate measure

**You can see the solutions for maths IIA inter**

Complex numbers solutions for textbook

De Mouvre’s Theorem textbook solutions

3. Quadratic expressions exercise 3(a)

5. Permutations and combinations

9. Probability

10. Random variables and prabability distributuos

**You can see solutions for Inter maths IIB**

1. Circle

3. Parabola

4. Ellipse

5. Hyperbola

6. Integration

**Maths 1A textbook solutions**

**Addition of Vectors**

**Product of Vectors**

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# De Moivre’s theorem solutions

**Very short answer questions**

## Solutions for inter maths 2a chapter 2

**Long answer qoestions**

### Mathematics solutions for de moivre’s theorem inter IIA

**Note :** Observe the solutions and try them in your own methods.

10 class maths real numbers solutions

Ncert solutions for class 8 linear equations

Ncert solutions for class 6 integers

**You can see the solutions for text book Maths 1A**

**Functions**

**Mathematical Induction**

**Matrices**

Exercise 3(g)

**Trigonometric Ratios up to Transformations**

**Trigonometric Equations**

**Inverse Trigonometric Equations**

**Hyperbolic Functions**

**Properties of Triangles**

**Maths 1b Solutions**

**Locus**

**Transformation of axes**

**The Straight Line**

**Three Dimensional Coordinates**

**Direction Cosines and Direction Ratios**

**The Plane**

**Limits and Continuity**

RahulFebruary 17, 2022 at 5:16 pmExcellent but keep the solutions clearly and step by step don’t forget the steps