Question

simplify (3+√3)+(2+√3)

Answer 1

Hey there!

For these questions, firstly you'll need to remove the parentheses to move further that is: (a) = a, as for "a" stands for say, variable, number or an element. So, we'll get:

$\boxed{\bf{Expression \: \: is: \: (3 + \sqrt{3}) + (2 + \sqrt{3})}}$

Now, we've to group the common terms given in our exposed expression with no bracketed enclosures, this'll mean, basically, the grouping of like or similar elements or, terms. Usually, done for easier calculation and better understanding.

$\bf{3 + 2 + \sqrt{3} + \sqrt{3}}$

Now, Add the similar elements of square rooted expressions, that'll further provide us two times of a original expression, for rooted terms. So, we'll get;

$\bf{3 + 2 + 2 \sqrt{3}}$

Simply add the remaining numbers of "3 and 2" to complete, and obtain the final answer.

$\bf{5 + 2 \sqrt{3}}$

$\boxed{\bf{\underline{Final \: \: Answer: \: 5 + 2 \sqrt{3}}}}$

$\bf{DECIMAL \: \: FORM: \: 8.464}$

Which is the required solution or the final answer to these types of queries.

Hope it helps you and clears your doubts for grouping the elements!!!!