How can I factorise x^2 - 7x + 12?

So firstly, you want to split the equation into the format of a^2 + bx + c, so you know what a, b and c equal. a = 1b = -7c = 12 Now, you need to try to split the equation into the format (x + ?)(x + ?). To work out what the question marks are, you need to find the two numbers that: Add up to -7Multiply to 12So this would by -3, and -4. Now you have your two question marks, you need to put them into your factorised equation, making sure you keep the correct symbols. So the correct answer would be, (x-3)(x-4).

GD

Related Maths KS3 answers

All answers ▸

Find the value of 'a' in the equation: 5a + 12 = 37


Where does the graph x^2-3x-4 cross the x axis?


What is a common factor?


Differentiate sin(2x)