solve this simultaneous equation: 4x+ y = 12 , 2x+ y = 8

 4x+ y = 12 , 2x+ y = 81) find the unknown (either x or y) that has the same coefficient. - In this example it is y2) Take away the equations from one another so you only have 1 unknown - 2x = 43) Divide by 2, to find the value of x - x = 2 4) substitute the newly found value of x back into one of the equations to find the value of y - (4 x 2) + y = 125) Solve equation - 8 + y = 12 , y = 4

NS

Related Maths GCSE answers

All answers ▸

Solve these simultaneously to find values for a and b: 6a + b = 16 and 5a - 2b = 19


A cuboid of height 5 cm has a base of side 'a' cm. The longest diagonal of the cuboid is 'L' cm. Show that 'a' = SQRT[ (L^2 - 25)/2]


If f(x)=8x-3, what is the inverse function?


Find a quarter of the area of a circle with a diameter of 10cm.