1.

(6+√27) - 3 +√3 solve the question

Answer»

Step-by-step explanation:

Given : EXPRESSION (6 + \sqrt{27}) - (3 + \sqrt{3}) + (1 - 2\sqrt{3})

To find : SIMPLIFY the expression ?

Solution :

Expression (6 + \sqrt{27}) - (3 + \sqrt{3}) + (1 - 2\sqrt{3})

Solve the roots in simpler form,

=6 + 3\sqrt{3}- 3-\sqrt{3}+1 - 2\sqrt{3}

Solve LIKE terms,

=4+\sqrt{3}(3-1-2)

=4+\sqrt{3}(0)

=4

Therefore, (6 + \sqrt{27}) - (3 + \sqrt{3}) + (1 - 2\sqrt{3})=4

Simplify (7+√6) (7-√6)


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