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KCSE MATHEMATICS QUESTIONS AND SOLUTIONS

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K.C.S.E Mathematics Q & A - MODEL 2001PP1QN07 21/7/2020 Comments   Form 2 Mathematics 7 The length of a room is 4 metres longer its width. Find the length of the room if its area is 32cm2 Answer Read More Comments K.C.S.E Mathematics Q & A - MODEL 1997PP2QN17 3/6/2020 Comments   A company is to construct a parking bay whose area is 135m2. It is to be covered with concrete slab of uniform thickness of 0.15. To make the slab cement. Ballast and sand are to be mixed so that their masses are in the ratio 1: 4: 4. The mass of m3 of dry slab is 2, 500kg. Calculate ​(a) (i) The volume of the slab (ii) The mass of the dry slab (iii) The mass of cement to be used (b) If one  bag  of the cement is 50 kg, find the number of bags to be  purchased (c) If a  lorry carries 7 tonnes of sand, calculate the number of  lorries of  sand to be purchased ANSWER Comments K.C.S.E Mathematics Q & A-MODEL 1997PP1QN17 20/5/2020 Comments   ​The figure below shows a portable kennel (a) Calculate (i) The total surface area of the walls and the roof ( include the door as part of the wall) (ii) The total area of the roof (b) The cost of roofing is Kshs 300 per square metre and that of making walls and floor Kshs 350 per square metre. Find the cost of making the kennel (c) Find the cost of roofing another kennel whose dimensions are 50% more than those of given kennel. ​KNEC MARKING SCHEME Comments K.C.S.E Mathematics Q & A-MODEL 1995PP2QN17 12/5/2020 Comments   A circular path of width 14 metres surrounds a field of diameter 70 metres. The path is to be carpeted and the field is to have a concrete slab with an exception of four rectangular holes each measuring 4 metres by 3 metres. A contractor estimated the cost of carpeting the path at Kshs. 300 per square metre and the cost of putting the concrete slab at Kshs 400 per square metre. He then made a quotation which was 15% more than the total estimate. After completing the job, he realized that 20% of the quotation was not spent. (a) How much money was not spent? (b) What was the actual cost of the contract? MARKING SCHEME Comments K.C.S.E Mathematics Q & A-MODEL 1995PP1QN9 7/5/2020 Comments   A solid cone of height 12 cm and radius 9 cm is recast into a solid sphere. Calculate the surface area of the sphere MARKING SCHEME 4 MARKS Comments

TOPICS Categories All ALGEBRAIC EXPRESSIONS ANGLE PROPERTIES OF A CIRCLE ANGLES AND PLANE FIGURES APPROXIMATION & ERRORS AREA AREA APPROXIMATION AREA OF A QUADRILATERAL Area Of Part Of A Circle AREA OF TRIANGLE BINOMIAL EXPANSION Chords And Tangents Of A Circle Commercial Arithmetic I COMMERCIAL ARITHMETIC II Common-solids COMPOUND PROPORTIONS DECIMALS DENSITY DIFFERENTIATION DIVISIBILITY TESTS EQUATIONS OF A STRAIGHT LINE FACTORIZATION FACTORS FORM 1 LEVEL FORM 2 LEVEL FORM 3 LEVEL FORM 4 LEVEL FORMULAE & VARIATIONS Fractions FURTHER LOGARITHMS G.C.D (H.C.F) GEOMETRIC CONSTRUCTIONS GRAPHICAL METHODS Hero's Formula INDICES & LOGARITHMS INTEGERS INTEGRATION KCSE 1995 KCSE 1996 KCSE 1997 KCSE 1998 KCSE 1999 KCSE 2000 KCSE 2001 KCSE 2006 LINEAR EQUATIONS LINEAR INEQUALITIES LINEAR MOTION LINEAR PROGRAMMING LOCI LONGITUDES AND LATITUDES MASS MATRICES Matrices And Transformations NATURAL NUMBERS Paper 1 Paper 2 PERCENTAGE PERIMETER PROBABILITY PYTHAGORAS THEOREM QUADRATIC EXPRESSIONS RATES RATIO Reciprocals Reflection And Congruence ROTATION SCALE DRAWING SECTION A SECTION B SEQUENCES AND SERIES SIMILARITY & ENLARGEMENT SQUARES AND SQUARE ROOTS STATISTICS 1 STATISTICS II SURDS SURFACE AREA OF SOLIDS THREE DIMENSIONAL GEOMETRY Trapezoidal Rule TRIGONOMETRY I TRIGONOMETRY II TRIGONOMETRY III VECTORS I VECTORS II VOLUME & CAPACITY ARCHIVES Archives August 2020 July 2020 June 2020 May 2020 January 2016 AUTHOR Author Maurice A Nyamoti is a Mathematics/ Computer Teacher and has passion to assist students improve grades RSS_FEED RSS Feed HIGH SCHOOL RESOURCES OPEN COLLEGE RESOURCES OPEN FREE NOVELS OPEN PRIMARY SCHOOL RESOURCES 8-4-4 OPEN PRIMARY SCHOOL RESOURCES CBC OPEN

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