All denominators are [tex](3+\sqrt[2]{5} )( 1-\sqrt[2]{5} )[/tex].
The phrase simplify manner to make some thing simpler to do or recognize. So, decreasing or simplifying fractions method we make the fraction as simple as feasible. We do this via dividing the numerator and the denominator with the aid of the most important range that could divide into both numbers precisely.
The only form is likewise known as the decreased form of fraction. for instance, ¾ is the most effective shape of a fraction that has a not unusual thing equal to 1. but 2/4 is not the most effective form, because 2/four can in addition be simplified and written as ½.
Step one is to perceive a common issue of the denominator and numerator. The denominator and numerator are each divided by the commonplace thing. The department operation is repeated until there are not any extra elements. The fraction is said to be simplified if no greater factors go out.
[tex](3+2\sqrt{5} )(1-\sqrt{20} )[/tex]
[tex]\sqrt{20} =\sqrt[2]{5}[/tex]
[tex](3+\sqrt[2]{5} )( 1-\sqrt[2]{5} )[/tex]
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