Solve simultaneous equations 3x+2y=9 5x-2y=7

Here we need to get rid of either the x or the y to find one solution to start us off. By adding these equations together we get:

3x+5x+2y-2y=9+7

The y's are eliminated to leave 8x=16. So x is 2!

We can then substitute the x value into one of the equations to find the y:

3(2)+2y=9

2y=3 therefore,   y=1.5

JP

Related Maths 11 Plus answers

All answers ▸

The cost of one original glazed doughnut is £1.45. a) Find the cost of twelve doughnuts. The doughnut seller is offering customers a special deal: “Twelve doughnuts for £9.45” b) How much will each customer save?


How many thirds are there in 8? a)3 b)24 c)9 d)22 e)4


If Lisa loses 23% of £650, how much has she lost?


Make x the subject of the equation: y = 4(x+2)/5x-1