How do you multiply $\sqrt{3} (5 + \sqrt{3})$ $sqrt3(5+sqrt3)$ ?

Question

1451 views around the world

You can reuse this answer
Creative Commons License

Answer 1 · 2015-06-20T08:58:43

$= 5 \sqrt{3} + 3$ $=5 color(red)(sqrt3) + 3$

$\sqrt{3} (5 + \sqrt{3})$ $color(red)(sqrt3)(5+sqrt3)$
Here, we need to multiply $\sqrt{3}$ $color(red)sqrt3$ with each term within brackets.

$= 5 . \sqrt{3} + \sqrt{3} . \sqrt{3}$ $=5 . color(red)(sqrt3) + color(red)(sqrt3).sqrt3$
$= 5 \sqrt{3} + 3$ $=5 color(red)(sqrt3) + 3$

How do you multiply √3(5+√3)sqrt3(5+sqrt3)?