Difference between revisions of "Factorisation"

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For example factor of 9 is  <math>9  </math> is <math>1,3,9  </math>
For example factor of 9 is  <math>9  </math> is <math>1,3,9  </math>
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|9
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|3
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| rowspan="3" style="border-right: solid 5px blue ;vertical-align:top" |1
|9
| rowspan="3" |3
|9
| rowspan="3" |9
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Revision as of 22:59, 13 May 2024

What is Factorisation?

When we break a number or a polynomial into a product of many factors of other polynomials, which, when multiplied, gives the original number, it is called factorisation.

To factorise a number, we use the factorisation formula. The factorisation is the process of converting one entity (for example, a number, or a polynomial) into a product of another entity, or factors, which, when multiplied together, yield the original number.

The factorisation formula divides a large number into smaller numbers, known as factors. A factor is a number that divides a given integer completely without leaving any remainder.

For example -  Prime Factorisation of and

Before starting factorisation, let us know the term, ‘Factor’.

What is a Factor?

Factors are the numbers, algebraic variables or an algebraic expression which divides the number or an algebraic expression without leaving any remainder.

For example factor of 9 is is