Indices and Surds - Definition, Notes, Formula
What is Indices and Surds ?
Indices and surds are mathematical concepts used to represent and manipulate numbers. Indices, or exponents, involve repeated multiplication of a base number by itself. Surds involve roots of numbers and are used when numbers cannot be expressed as exact fractions or decimals. Both indices and surds have rules for simplification and manipulation. They are crucial in algebra, calculus, and number theory, making calculations and problem-solving more accessible.
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Table of Content
1. Definition of indices.
2. Laws of indices.
3. Definition of surds.
4. Types of surds.
5. Properties of quadratic surds.
6. Rationalization factors.
7. Cube root of a binomial quadratic surd. 9. Equation involving surds.
8. Equation involving surds.