2024 Mock

• 2024 Mock Paper Mathematics Paper 1 (Non-calculator)
• Duration


  1 hour
• Find the resultant vector

  2a + 3b
• Sphere diameter


  6 centimetres
• Calculate the volume of the sphere


  In terms of π

  
• Write down an equation to illustrate the information

  4 large + 3 small = £52
• Write down an equation to illustrate the information

  2 large + 5 small = £40
• At the first WrestleMania, the attendance was 19,200
• This is 15% of the expected attendance for WrestleMania 40
• sin Y = 1/3


  XY = 12 cm, XZ = 8 cm
• Evaluate f(20)


  As a surd in simplest form
• Parabola equation


  y = (1/3)x^2 - 1
• Sketch the graph


  Show coordinates of turning point and point of intersection with y-axis
• Graph of sin(a/bx + c)

  a = 1, b = 4, c = -2
• Evaluate


  2^3 * 125
• Find the value of x


  In the right-angled triangle
• 2024 Mock Paper Mathematics Paper 2
• Duration


  1 hour 30 minutes
• Find the equation of the line


  Passing through (1,3) and (2,6)
• Calculate the expected number of pupils

  Who will sit the 2025 Higher Applications of Maths exam, to the nearest hundred
• Calculate the mean and standard deviation

  Of the CO2 concentration levels in the 5 Maths classrooms
• Make two valid comments


  Comparing the CO2 concentration levels in the Maths and English classrooms
• Solve the equation


  5x - 2/(3x) = 0, to one decimal place
• Solve the inequation


  Algebraically, 3x - 2/(5x + 1) < 6
• Calculate the size of angle CAD

  Given angle ABC is 31° and angle BDO is 62°
• Find the gradient


  Of the line with equation 2x - 7y = 3
• Change the subject of the formula

  y = (4x^2 + 3)/(2y)
• Calculate the width


  Of the shape, given the height is 25 cm and the radius is 14 cm
• Calculate the volume


  Of the larger carton of milk, given the smaller carton has height 16 cm and volume 650 ml
• Solve the equation


  tan(3x/4) = 2, for 0 <= x < 360°
• Calculate the magnitude


  Of vector (3, 4, 5)
• Express as a single fraction

  2x^18 / (1/5x^9)
• Calculate the area


  Of the shaded segment, given the radius is 12 cm and angle ABC is 60°
• Calculate the distance


  Between Julian's drone (25 m, 045°) and Michael's drone (80 m, 110°)