Exponents And Radicals
NIOS · Class 10 · Maths
Complete topic list for Exponents And Radicals in NIOS Class 10 Maths. Key concepts, sub-topics, and what to focus on for board exams.
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1. Exponential Notation and Basic Terms
- The notation for writing the product of a number by itself several times is called the Exponential Notation or Exponential Form.
- In a power like 7^2, 7 is the base and 2 is the exponent or index.
- Exponential notation makes repeated multiplication shorter and easier to work with.
2. Laws of Exponents
- Law 1: multiplying powers with the same base adds the exponents.
- Law 2: dividing powers with the same base and m > n subtracts the exponents.
- Law 3: when n > m, division gives a reciprocal power.
3. Rational Exponents and Prime Factorisation
- a^(1/q) is defined as the qth root of a.
- The general rational power formula is a^(p/q) = qth root of a^p.
- Prime factorisation writes a natural number as a product of powers of prime numbers.
4. Surds and Their Types
- A surd is a positive irrational number of the type nth root of x, where x is a positive rational number and the nth root cannot be found exactly.
- A surd must satisfy two conditions: it is irrational and it is a root of a positive rational number.
- When the order of a surd is not mentioned, it is taken as 2.
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Central concept: Exponents and Radicals
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