Rearrange "(6y-30)/5 = 2x+(12/5)" so it reads "y = ... ". Sketch this line and label where it meets the axes.

  • multiply everything by 5, so you get 6y - 30 = 10x + 12 - add 30 to both sides, so you get 6y = 10x + 42 - divide everything by 6, so you have y = (10/6)x + (42/6) - simplify, y= (5/3)x + 7 - this is of the form, y = mx + c, so draw a line with a gradient of 5/3 and a y intercept of 7 - so at the y axis, when x = 0, y= 7 - at the x axis when y = 0, x = 5/3 - draw a line connecting these points
TH

Related Maths GCSE answers

All answers ▸

Work out the point at which the line y = x^2 + 4x + 4 hits the y-axis and the x value of its turning point.


(Economics A-level) Is the cross elasticity of demand for tea likely to be positive or negative following a rise in the price of milk? Explain your answer


Solve the following equation. (x)^2-8x+15=0


(a) show that 3/10 + 2/15 = 13/30 (b) show that 2 5/8 ÷ 1 1/6 = 2 1/4