Real Numbers

12 Topics | 4 Quizzes
Polynomials

13 Topics | 4 Quizzes
Pair of Linear Equations in Two Variables

4 Topics | 4 Quizzes
Quadratic Equations

7 Topics | 4 Quizzes
Arithmetic Progressions

5 Topics | 4 Quizzes
Triangles

8 Topics | 4 Quizzes
Coordinate Geometry

9 Topics | 4 Quizzes
Introduction to Trigonometry

7 Topics | 4 Quizzes
Some Applications of Trigonometry

5 Topics | 2 Quizzes
Circles

5 Topics | 2 Quizzes
Constructions

3 Topics | 2 Quizzes
Areas Related to Circles

5 Topics | 3 Quizzes
Surface Areas and Volumes

4 Topics | 2 Quizzes
Statistics

8 Topics | 2 Quizzes
Probability

4 Topics | 1 Quiz
It is basically the restatement of the usual division system. The formal statement for this is-

For each pair of given positive integers *a* and *b*, there exist unique whole numbers *q* and* r* which satisfies the relation

a = bq + r, 0 ≤ r < b, where q and r can also be Zero.

Where ‘a’ is a dividend, ‘b’ is divisor, ‘q’ is quotient and ‘r’ is remainder.

∴ Dividend = (DivisorQuotient) + Remainder

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