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Surds and Indices : Rules explained with Examples

Published on Monday, January 16, 2017
surds and indices

a) Surds :

The surd is represented with symbol √ .The symbol √ is equals to ½.
If we have a number and we are not able to obtain its root. It is called a surd.
The roots of those numbers which cannot be exactly obtained.

Like : √2,√3,√5,√6,√7 and so on. 

Mixed Surds : A surd that /which we get by multiplying a surd and a rational number together are called mixed surd.

Like : 7√2,4√3,2√5,6√6,3√7

Properties of Surds 

Rules of addition for surds.

  • Two similar surds can be added. 
Like : √5+√5 = 2√5 , 2√3+5√3 = 7√3
  • Two dissimilar surds cannot be added. 
Like : 4√2,2√5,3√6

b) Indices :

if ‘n’ is a positive integer and ‘a’ is a real number then
we write x×x×x×x×x = xᶯ .here x is the base and n is the power of x. 

Some Examples :






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