Simplify expressions with surds into the form a + b3
Be warned this topic is Chuck Norris hard. Make sure you've done the related topics below before you try and get your head round this one...

So if you put a square root sign around a number that is not a square number, then what you have written is a surd.
e.g. √10 is a surd, because 10 is not a square number. √9 is not a surd, because 9 is a square number, so you can write √9= 3
Even if the number under the square root sign is not a square number, it can still be simplified.
Write the starting number as a product of two new numbers, where one of them is a square number (e.g. 45 > 9 x 5). Take the root of the square number, and write it outside of the root sign
e.g. √45 = √(9×5)=3√5
Nothing in this section yet. Why not help us get started?
Follow the links below to see how this topic has appeared in past exam papers
Related Topics
Requires a knowledge of…
Related Questions

1Vote4Answers

2Votes9Answers

1Vote3Answers

0Votes1Answer

1Vote2Answers

1Vote3Answers

0Votes4Answers

1Vote2Answers

0Votes1Answer

0Votes1Answer