Rearranging Formulae

To rearrange a formula, it is required that you group variables in certain ways, to leave you with the desired form.

For example,

Rearrange y=3x^2+3 to make x the subject.

Firstly, we want to isolate the x, and try and work out how we can get it to become just x on its own.

To do this, first subtract all the constants from the right hand side of the equation:

y-3 = 3x^2

Now manipulate the left hand side to leave you with x:

x^2 = (y-3)/3

x = ((y-3)/3)^(1/2)

AH

Related Maths GCSE answers

All answers ▸

Find the equation of the straight line which passes through the points (5, 0) and (6, 4).


A gardener uses this formula to work out how much he charges to make a lawn. C = 7(14 +A)/ 3. C is the charge in £. A is the area in m2. He makes a rectangular lawn measuring 12.5 m by 17.6 m. How much does he charge?


Solve the following system of simultaneous equations: y=x^2 - 5x + 4 ; x+2y=19


Express 280 as a product of its prime factors.