A voucher takes 12% off a bill at a restaurant. After using the voucher, the bill for a meal is £31.68. How much was the bill before using the voucher?

The best way to tackle this sort of worded problem is to create a solvable equation. Lets call the bill before the voucher was used, X. So, the price after the voucher was applied is: = X - 12% of X= X - 0.12XWe've already been told that the price of the meal after the discount is £31.68. Therefore, the equation we need to solve is: X - 0.12X = 31.68. Simplifying, 0.88X = 31.68.Therfore X (the original meal price) = 31.68/0.88 = £36.00

RB

Related Maths GCSE answers

All answers ▸

Solve the simultaneous equations 2x - 3y = 24 (1) ; 6x + 2y = -5 (2)


How can you calculate the distance between 2 points in a grid if they're not on the same horizontal or vertical line?


How could you sketch a graph for y=x^2-10x+21?


A rectangle is made up of the equations; For the longer spans: 5x-12y+16 and 5y-4x+20; for the shorter spans: 2x-4y+4 and 3x-2y-12