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Questions cover arithmetic sequences, spotting calculation errors, area and scale for painting coverage, Venn diagrams and probability, estimate calculations, straight-line equations on grids, jar categories and percentages, weighted mean calculations, and percentage reduction from normal price to sale 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names   |\n| --- | --- |\n\nCentre Number  \nCandidate Number  \n# Pearson Edexcel Level 1/Level 2 GCSE(9-1)Thursday 16 May 2024        Morning(Time:1 hour 30 minutes)Paper1MA1/1H\n\nreference  \n# Mathematics■\n\nPAPER 1(Non-Calculator)Higher Tier  \nYou must have:Ruler graduated in centimetres and millimetres,Total Marksprotractor,pair of compasses,pen,HB or B pencil,eraser,Formulae Sheet(enclosed).Tracing paper may be used.      \n## Instructions\n\n● Use black ink or ball-point pen.  \n● If pencil is used for diagrams/sketches/graphs it must be dark(HB or B).  \n● Fill in the boxes at the top of this page with your name,centre number and candidate number.  \n● Answer all questions.  \n● Answer the questions in the spaces provided-there may be more space than you need.  \n● You must show all your working.  \n● Diagrams are NOT accurately drawn,unless otherwise indicated.  \n● Calculators may not be used.  \n## Information\n\n● The total mark for this paper is 80  \n● The marks for each question are shown in brackets-use this as a guide as to how much time to spend on each question.  \n## Advice\n\n● Read each question carefully before you start to answer it.  \n● Try to answer every question.  \n● Check your answers if you have time at the end.  \nTurn over▶  \nPearson  \nAnswer ALLquestions.  \nWrite your answers in the spaces provided.You must write down all the stages in your working.1 Here are the first four terms of an arithmetic sequence.1   5   9   13Find an expression,in terms of n,for the nth term of this sequence.  \n                        (Total for Question 1 is 2 marks)   2  \nP 7  6  9  2  3 A 0  2  2  4  \nooNor waITENTHisAREA  \nDONOT WRITEINTHIS AREA  \nDONOT WRITEINTHIS AREA  \n2 (a)Work out  \n(2)  \nKevin was asked to work out  \nHere is his working and his answer.  \nKevin's answer is wrong.  \n(b)What mistake has Kevin made?  \n(1)  \n(Total for Question 2 is 3 marks)  \n   \n3 The diagram shows a plan of a floor.  \n10m  \n5m8m6m  \nPetra is going to cover the floor with paint.  \nPetra has 3 tins of paint.There are 2.5 litres of paint in each tin.  \nPetra thinks 1 litre of paint will cover 10m²of floor.  \n(a)Assuming Petra is correct,does she have enough paint to cover the floor?You must show all your working.  \nP 7  6  9  2  3 A 0  4  2  4  \n(4)  \nActually,1 litre of paint will cover 11m²of floor.  \n(b)Does this affect your answer to part(a)?You must give a reason for your answer.  \n(1)  \n                        (Total for Question 3 is 5marks)     \nP76923A0524  \n4 Here is a Venn diagram.  \n11   13   16   17  \n(a)Write down the numbers that are in set P'  \n(1)  \nA number is chosen at random from the universal set,8  \n(b)Find the probability that this number is in the set PUQ  \n(2)  \n                        (Total for Question 4 is 3 marks)     \nP 7  6  9  2  3 A 0  6  2  4  \nooNor waITENTHisAREA  \nDONOT WRITEINTHIS AREA  \nDONOT WRITEINTHIS AREA  \nDO NOT WRITE IN THIS AREA  \nDO NOT WRITEINTHIS AREA  \nDONOT WRITEINTHIS AREA  \n5 Sophie drives a distance of 513 kilometres on a motorway in France.She pays 0.81 euros for every 10 kilometres she drives.  \n(a)Work out an estimate for the total amount that Sophie pays.  \n……  …     ……    ………euros  \n(3)  \n(b)Is your answer to part(a)an underestimate or an overestimate?Give a reason for your answer.  \n…   ….       …  …..        …   …  ..         …   …  ..       …    …..        ……  ..        …   …  ..      ……  ..     …  \n(1)  \n                        (Total for Question 5 is 4 marks)     \nP76923A   724  \n6 Here is a straight line L drawn on a grid.  \ny▲  \nx  \n(a)Find an equation for L.  \n(3)  \nM is a different straight line with equation y=5x  \n(b)Write down the equation of a straight line parallel to M.  \n(1)  \n                        (Total for Question 6 is 4 marks)     \nP 7  6  9  2  3 A 0  8  2  4  \nooNor waITENTHisAREA  \nDONOT WRITEINTHIS AREA  \nDONOT WRITEINTHIS AREA  \n7 Kasim has some sma","cbCail3eOP8Oi4aG","https://ap.wps.com/l/cbCail3eOP8Oi4aG","pdf",856207,24,"English","# Instructions\n## Equipment and writing rules\n## Marks and guidance\n# Questions\n## Arithmetic sequence nth term\n## Identify mistake in working\n## Painting coverage and area reasoning\n## Venn diagram and probability\n## Estimating travel cost\n## Straight line equations\n## Percent empty small jars\n## Mean weight of parcels\n## Percentage reduction in sale price","[{\"question\":\"What equipment is required for this non-calculator Mathematics Paper 1 Higher Tier?\",\"answer\":\"The paper requires a ruler (centimetres and millimetres), protractor, pair of compasses, pen, HB or B pencil, eraser, a formulae sheet, and tracing paper may be used.\"},{\"question\":\"What must candidates do when answering the questions?\",\"answer\":\"Candidates must answer all questions, write answers in the spaces provided, show all working and all stages, and note that diagrams are not accurately drawn unless indicated.\"},{\"question\":\"Which topics are covered in the questions on this paper?\",\"answer\":\"Topics include arithmetic sequences, correcting mistakes in calculations, area and scale for painting coverage, Venn diagrams with probability, estimating travel costs, linear equations on grids, percentage of empty jars, mean weight calculations, and finding percentage reduction for sale prices.\"}]","Pearson Edexcel Level 1/Level 2 GCSE(9-1) Mathematics Paper 1 Higher Tier (Non-Calculator) - Exam Instructions and Questions | PDF"]