Complete the square for the quadratic expression x^2 − 8x + 7

As the coefficient (the number before) of x2 is 1 we can start the expression with (x...The coefficient of x is -8 so we half this to complete the brackets and form (x-4)2...Next the square of -4 is subtracted as this will form a remainder when the brackets are expanded (x-4)2-16Finally 7 is added to the expression to form (x-4)2-9

MB

Related Maths GCSE answers

All answers ▸

What is (2/3)^(-1/3)?


the first four terms in a sequence are 2, 6, 10, 14. what is the nth term? and what is the sum to n terms of the sequence?


Find the lowest common multiple and highest common factor of 30 and 60.


Expand and simplify 2y+3y(5y+3)