Question 14 marksDo not use a calculator for this question.(a)Solve 7m−4=247m - 4 = 247m−4=24 m=………m = \dots\dots\dotsm=……… Mark schemeMarks you got for part a, out of 2/ 2(b)Solve n4+9=5\frac{n}{4} + 9 = 54n+9=5 n=………n = \dots\dots\dotsn=……… Mark schemeMarks you got for part b, out of 2/ 2
Question 23 marksDo not use a calculator for this question.Solve 7−4x=2x+227 - 4x = 2x + 227−4x=2x+22 x=………x = \dots\dots\dotsx=……… Mark schemeMarks you got for part -, out of 3/ 3
Question 06 marksDo not use a calculator for this question.(a)Solve 3(2x−5)−2(x+4)=153(2x - 5) - 2(x + 4) = 153(2x−5)−2(x+4)=15 x=………x = \dots\dots\dotsx=……… Mark schemeMarks you got for part a, out of 3/ 3(b)Solve 5(y+2)=3(2y−1)+45(y + 2) = 3(2y - 1) + 45(y+2)=3(2y−1)+4 y=………y = \dots\dots\dotsy=……… Mark schemeMarks you got for part b, out of 3/ 3
Question 03 marksDo not use a calculator for this question.The straight line with equation y=12x+1y = \frac{1}{2}x + 1y=21x+1 has been drawn on the grid below. -4-2246x-2246yy = ½x + 1 (a)Use the graph to find an estimate for the solution of 12x+1=3\frac{1}{2}x + 1 = 321x+1=3 Mark schemeMarks you got for part a, out of 1/ 1(b)By drawing a suitable straight line on the grid, find an estimate for the solution of 12x+1=4−x\frac{1}{2}x + 1 = 4 - x21x+1=4−x Mark schemeMarks you got for part b, out of 2/ 2
Question 05 marksDo not use a calculator for this question.The diagram shows a rectangle. All measurements are in centimetres. x + 72x - 3 The diagram is not accurately drawn. The perimeter of the rectangle is 56 cm. (a)Work out the value of xxx. Mark schemeMarks you got for part a, out of 3/ 3(b)Work out the area of the rectangle. Give the units with your answer. Mark schemeMarks you got for part b, out of 2/ 2
Question 04 marksDo not use a calculator for this question.Solve 4(x+3)5−2x−12=x−4\frac{4(x + 3)}{5} - \frac{2x - 1}{2} = x - 454(x+3)−22x−1=x−4 x=………x = \dots\dots\dotsx=……… Mark schemeMarks you got for part -, out of 4/ 4