1 Answer

Xeelley · Answer 1 · 2023-03-10T04:59:06+0000

Solution -:

Example -1

Here we have ,,,

$(6 \: x) { (9)/(5) }^{}$

solve -;

6x ^9×1/5

$</u></strong><strong><u>\big[(6x \: ) {}^(9) ] {}^{ (1)/(5) }$

Convert on radical form

$\sqrt[5]{(6x) {}^(9) }$

Example -2

$\displaystyle{}a {}^{ (2)/(5) } \\ = \sqrt[5]{x {}^(2) } \: \: \: \: \: \: \: \because ( \sqrt[m]{x {}^(n) } )$

hair in the question 3x is called radicant and five is called the index of radical. and in second question X is radicant of the number and five and two are index of the number.

types of Radical -:

rationalization

the operation of multiplication of a radical with the other radical to get product a rational number is called rationalisation.

other name