How do I approach simultaneous equations with 2 unknowns?

The two common ways to approach them is either by substitution or addition/subtraction. Firstly, for substitution, rearrange one of your equation so that one of the unknowns becomes the subject and then substitute this into the second equation. Then solve that unknown and substitute back in to the original equations to find the other unknown.
Secondly, for addition or subtraction, either subtract or add the equations together in such a way that one of the unknowns are removed. This will leave one unknown so that it can be solved. Once solved, substitute back into the original equations to get an answer for the other unknown.

LS

Related Maths GCSE answers

All answers ▸

Solve these simultaneous equations: y=3x-10; y=2x+5


There are n sweets in a bag, 6 are orange, the rest yellow. Two sweets are taken out individually without replacement. The probability of which is 1/3. show n²-n-90=0


60 students were taking a Maths, Physics or Chemistry exam. 38 of the students were male. 11 of the 32 students who were taking the Maths exam were female. 8 males were taking the Physics exam. 12 students were taking the Chemistry exam. One of the fe


How do I work out the length of sides on a right-angle triangle?