How do you simplify (3x-3)/(x-1)?

The important thing here is to try and find the bottom bracket in the top bracket ie the numerator

Notice that (3x-3) can be divided by 3 and therefore (3x-3) can be written as 3 multiplied by (x-1)

Notice that (x-1) is common on both the top and the bottom and therefore can be cancelled

This leaves just 3 which is the answer

LO

Related Maths GCSE answers

All answers ▸

The first three terms of a sequence are a, b, c. The term-to-term rule of the sequence is 'Multiply by 2 and subtract 4'. Show that c = 4(a – 3).


Solve the inequality 6y+5>8?


how do i approach more complex algebra questions?


What do the interior angles in a hexagon add up to?