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The assessment includes calculations across arithmetic, percentages, money, mean and basic data interpretation, as well as geometry and coordinate plotting. A formula sheet supports topics such as trapezium area and prism volume. 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You are provided with Foundation Tier Additional Support Materials for use with this paper.\u003Cbr>You must answer the questions in the spaces provided.\u003Cbr>Do not write outside the boxed area on each page or on blank pages.\u003Cbr>Complete in black ink only. Do not write with a gel pen.\u003Cbr>Answer all twenty-five questions.\u003Cbr>All working should be clearly shown in the spaces provided. Marks may be awarded for partially correct solutions.\u003Cbr>You may use a calculator for this paper.\u003Cbr>\u003Cbr>INFORMATION FOR CANDIDATES |  |  |\n| \u003Cbr>Functional Mathematics is assessed in this unit.\u003Cbr>The total mark for this paper is 100.\u003Cbr>Figures in brackets printed down the right-hand side of pages indicate the marks awarded to each question or part question.\u003Cbr>You should have a calculator, ruler, compasses and a protractor.\u003Cbr>The Formula Sheet is on page 2.\u003Cbr>13339\u003Cbr>\u003Cbr>|  |  |\n\n*28GMC2101*  \n*28GMC2101*  \nFormula Sheet  \nArea of trapezium =  (a + b)h  \na  \n\n| | \u003Cbr>h |\n| --- | --- |\n\nb  \nVolume of prism = area of cross section × length  \ncross section  \nlength  \n13339  \n*28GMC2102*  \n*28GMC2102*  \n| 1 A company gives every customer one offer when they place an order. |  |  |\n| --- | --- | --- |\n| or\u003Cbr>or | Offer 1\u003Cbr>Offer 2\u003Cbr>Offer 3 | 25% off your order 13 off your order\u003Cbr>£50 off your order |\n| Gary placed an order worth £180\u003Cbr>Which offer will save him the greatest amount of money?\u003Cbr>You must show working to explain your answer.\u003Cbr>Answer Offer _____ because _____________________________________________\u003Cbr>__________________________________________________________________ [3]\u003Cbr>[Turn over\u003Cbr>13339 |  |  |\n\n*28GMC2103*  \n*28GMC2103*  \n\n| | 2 Decide if each of the following statements is true or false.\u003Cbr>Circle your answer.\u003Cbr>√ 100 = 50 True False\u003Cbr>52 = 25 True False\u003Cbr>33% \u003C 13~~ ~~ True False\u003Cbr>[3] | |\n| --- | --- | --- |\n| 3 A fish tank is in the shape of a cuboid, as shown below. |  |  |\n| 40 cm\u003Cbr>\u003Cbr>30 cm\u003Cbr>|  |  |\n| The base of the tank needs to be covered with gravel. 1 kg of gravel covers 200 cm2\u003Cbr>How much gravel is needed to cover the base of this tank?\u003Cbr>13339\u003Cbr>\u003Cbr>\u003Cbr>Answer   kg [2] |  |  |\n\n*28GMC2104*  \n*28GMC2104*  \n4 The ages of 10 players are  \n18 25  \nCalculate the mean age.  \n23 29 36 24 31 20 21 33  \nAnswer   [3]  \n5 John has £100 to spend on downloading games.  \nEach game costs £7.99 to download.  \nHe wants to download as many games as possible.  \n(a) How many games can John download?  \n13339  \nAnswer   [2]  \n(b) How much money will he have left?  \nAnswer £   [1]  \n[Turn over   \n*28GMC2105*  \n*28GMC2105*  \n6 A chefuses this formula to work out how long to cook turkey for.  \nT = 20W + 45  \nwhere Tis the time (in minutes)  \nWis the weight of the turkey (in kilograms, kg)  \nHe wants to cook a turkey weighing 11 kg.  \n(a) How long, in minutes, should he cook the turkey for?  \nAnswer _________ mins [2]  \n(b) Change this time to hours and minutes.  \nAnswer _________ hours _________ mins [ 1]  \n13339  \n*28GMC2106*  \n*28GMC2106*  \n| | 7 The point A (5, 3) is plotted on this coordinate grid.\u003Cbr>y  4 × A\u003Cbr> x 5 3 2 1 −5 − 4 − 3 − 2 − 1 0\u003Cbr>−1 1 2 3 4 −2 −3 −4\u003Cbr>−5\u003Cbr>5\u003Cbr>(a) Plot the points B (−2, 3) and C (2, −1) on the grid. [2]\u003Cbr>(b) Write down the coordinates of a point D that could be plotted on the grid to make ABCD a trapezium. | |\n| --- | --- | --- |\n| Answer (   ,   ) [1]\u003Cbr>[Turn over\u003Cbr>13339\u003Cbr>\u003Cbr>|  |  |\n\n*28GMC2107*  \n*28GMC2107*  \n8 A business spent £18 000 last year.  \nThe pie chart shows how the money was spent.  \nOnline advertising  \nConventions  \nPrint advertising  \n","cbCait8EbyY0C1g3","https://ap.wps.com/l/cbCait8EbyY0C1g3","pdf",804972,32,"English","# Instructions to candidates\n## Calculator and general requirements\n# Formula sheet\n## Area of trapezium\n## Volume of prism\n# Questions\n## Offer and discounts\n## True or false statements\n## Area and covering gravel\n## Mean age\n## Game downloads costs\n## Cooking time formula\n## Coordinates and trapezium condition\n## Pie chart angles and budgets\n## Insurance pay and bonuses","[{\"question\":\"How many questions are required and what is the total time for Unit M2?\",\"answer\":\"The paper requires answers to twenty-five questions. The total time is 1 hour 45 minutes.\"},{\"question\":\"What mathematical formulas are provided on the formula sheet?\",\"answer\":\"The formula sheet includes the area of a trapezium: (a + b)h/2, and the volume of a prism: cross section × length.\"},{\"question\":\"Can a calculator be used in this exam?\",\"answer\":\"Yes, a calculator may be used for this paper.\"}]","GCSE Mathematics Unit M2 - (With calculator) Foundation Tier - Paper | PDF",81]