Question

what are like surds give example plzz​

Answer 1

Step-by-step explanation:

Surds with same (or convertible to) radicand and equal orders are called same Surds.

For example

$\sqrt{2} \: and \: \sqrt{8} are \: like \: surds\\ \\ \sqrt[3]{3} \: and \: \sqrt[3]{81} \: are \: also \: like \: surds$

Answer 2

Answer:

Step-by-step explanation:

Two or more surds are said to be similar or like surds if they can be so reduced as to have the same surd-factor. For example 2–√222, 22–√2222, 52–√2522, 72–√2722 are similar surds as all the surds contain same irrational factor 2–√222. So the order of the surds and the radicands both should be same for similar surds