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Give two reasons that made early human beings to live in groups during the Stone Age period. : Give two reasons that made early human beings to live in groups during the Stone Age period.

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON SURFACE AREA OF SOLIDS | FORM 2 LEVEL : The figure below represents a frustum of a cone with dimensions as shown. Taking π = 3.142, calculate: (a) the area of the circular surfaces, correct to 4 significant figures; (3 marks) (b) the height of the small cone that was cut off to make the frustum

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON CHORDS AND TANGENTS | FORM 3 LEVEL : In the figure below, points L, M, N and P are on the circumference of a circle centre O. Line LON is a diameter of the circle. PL = PN and angle NLM = 20°.

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON MATRICES AND TRANFORMATIONS | FORM 4 LEVEL : ​The figure below shows triangle ABC with co-ordinates A (1, 3), B (1, 1) and C (3, 2). (a) Draw triangle A'B'C', the image of A ABC under reflection in the y-axis. (2 marks) (b) (i) Draw line y=x (1 mark) (ii) Draw triangle A"B"C", the image of A A'B'C'

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON MATRICES AND TRANFORMATIONS | FORM 4 LEVEL : ​The figure below shows triangle ABC with co-ordinates A (1, 3), B (1, 1) and C (3, 2). (a) Draw triangle A'B'C', the image of A ABC under reflection in the y-axis. (2 marks) (b) (i) Draw line y=x (1 mark) (ii) Draw triangle A"B"C", the image of A A'B'C'

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON COMMERCIAL ARITHMETIC | FORM 3 LEVEL : Three partners, Amani, Furaha and Nehema, contributed a total capital of Ksh 750 000 to start a business. Amani contributed 1/3 of the money, Furaha contributed 2/5 of the money and Nehema contributed the rest. After some time the business realised a prof

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LINEAR EQUATIONS | FORM 2 LEVEL : Three straight lines L₁, L₂, and L3, are such that: L1, cuts the y-axis at y = 5 and has a gradient of 2; L₂ is perpendicular to L1, at the point where L1, cuts the x-axis; ​L3, is parallel to L2, and passes throught point (1, 2). (a) Find the equations,

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON ANGLES AND PLANE FIGURES | FORM 1 LEVEL : The sum of interior angles of a regular polygon is 1620°. Calculate the number of sides of the polygon. (2 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON ANGLE PROPERTIES OF A CIRCLE | FORM 3 LEVEL : In the figure below, OABC is a rhombus drawn in a circle, centre O, of radius 3 cm. Angle AOC = 120° Determine the total area of the shaded regions to 2 decimal places. (4 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON ANGLES AND PLANE FIGURES | FORM 1 LEVEL : The sum of interior angles of a regular polygon is 1620°. Calculate the number of sides of the polygon. (2 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON FACTORIZATION | FORM 3 LEVEL : Use factorization method to solve the equation: 1/8 x^2 + x = 48.

K.C.S.E Mathematics Q & A - MODEL 2007PP2QN24 : K.C.S.E Mathematics Q & A - MODEL 2007PP2QN24, Related Questions and Answers on Probability

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON SIMILARITY AND ENLARGEMENT | FORM 2 LEVEL : The areas of the lids of two similar cylinders are 16 cm² and 25 cm². If the volume of the bigger cylinder is 800 cm³, find the volume of the smaller cylinder. (4 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON GEOMETRICAL CONSTRUCTIONS | FORM 1 LEVEL : Using a ruler and a pair of compasses only, construct triangle ABC such that AB = 4.5 cm, BC = 8.1 cm and angle CBA = 60°. Measure angle CAB.

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON FRACTIONS FORM 1 LEVEL : Simplify (1 1/5 - 3/8 ÷ 2/3) / (6/7 of 1 1/2 - 3/8)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LOGARITHMS | FORM 3 LEVEL : Use logarithm tables to evaluate √(2.5 × 0.064) / 8.1

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LENGTH | FORM 1 LEVEL : A support cable of length 6.5 m is fixed on a vertical pole at a distance of 0.9 m from the top. The cable is anchored on the ground at a distance of 2.5 m from the foot of the pole. Determine the height of the pole. (3 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON GCD FORM 1 LEVEL : Three metal rods of lengths 234 cm, 270 cm and 324 cm were cut into shorter pieces, all of the same length, to make window grills. Calculate the length of the longest piece that can be cut from each of the rods and hence the total number of pieces that ca

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON VOLUME AND CAPACITY FORM 2 LEVEL : A cylindrical container of height 45 cm has a capacity of 25 litres. Find the radius of the container to the nearest millimetre

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON VOLUME AND CAPACITY FORM 2 LEVEL : Use cube tables to calculate, to 4 significant figures, the volume of a cube whose side is 0.4321 m. (3 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON TIME FORM 1 LEVEL : On a certain day a journalist started travelling at 0850 hours to attend a meeting. He travelled for 6½ hours and then rested for 1 hour 45 minutes. He attended the meeting for 3% hours and travelled for 35 minutes to a hotel. Determine the time, in 12-ho

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON FACTORS FORM 1 LEVEL : Find the common prime factors of 1890 and 1008

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON INTEGERS FORM 1 LEVEL : Evaluate {-3 * +6 + -2} / {-4 + +5 - -3}

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON GRAPHICAL METHODS FORM 3 LEVEL : Some water is heated in a beaker and then left to cool for 12 minutes. After the heating is stopped, the relationship between the water temperature C, in degrees centigrade and the time t, after heating is given as C = 100 -1/2 T^2. (a) Use the relationsh

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON VECTORS II FORM 3 LEVEL : The figure below shows a triangle OAC in which B is the mid-point of OC and D is the mid-point of AC. Given that OA = 2i + 5j and OB = 4i + j, (a) determine in terms of i and j: (i) AB; (2 marks) (ii) AC. (3 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON PROBABILITY FORM 3 LEVEL : A bag contains 5 yellow (Y) balls and 3 blue (B) balls. All the balls are identical except for the colour. A ball is drawn at random from the bag without replacement and its colour noted. A second ball is draw at random from the same bag and its colour al

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON TRIGONOMETRY 1 FORM 2 LEVEL : Triangle ABC is such that AB = 4 cm, BC = 7 cm and angle ABC = 100°. Calculate to 2 decimal places: (a) the area of triangle ABC; (2 marks) (b) the perimeter of triangle ABC; (4 marks) (c) the size of angle ACB. (4 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON AREA APPROXIMATION FORM 4 LEVEL : A quadrant (a quarter of a circle) of radius 10 cm is drawn on the grid below. The quadrant is divided into 5 vertical strips.

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON SEQUENCE AND SERIES FORM 3 LEVEL : The terms of an Arithmetic sequence are 2,5,8,11, ... (a) Find: (i) the common difference of the sequence; (1 mark) (ii) the next two terms of the sequence; (2 marks) (iii) the 30th term of the sequence. (2 marks) (b) The sum of the first n terms of the s

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON STATISTICS II FORM 4 LEVEL : The table below represents the number of streams in 20 schools. Calculate: (a) the mean number of streams per school; (3 marks) (b) the variance; (5 marks) (c) the standard deviation correct to 2 decimal places. (2 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LINEAR MOTION FORM 1 LEVEL : Below is a travel timetable for a bus travelling from town P to town S via towns Q and R. If the distance between town P and town S is 220km, calculate the average speed at which the bus travels. (3 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON COMMERCIAL ARITHMETIC II FORM 3 LEVEL : A shop sells a certain type of fridge at a cash price of Ksh 80 000. If the fridge is bought on Hire Purchase (H.P), a deposit of Ksh 24 000 is paid. A customer is also charged 15% per annum simple interest on the balance of the cash price after deposit i

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON COMMERCIAL ARITHMETIC II FORM 3 LEVEL : A building was valued at Ksh 720 000 on 1st January 2007. The value of the building appreciated at 2% per annum in the first year. The value of the building then depreciated at the rate of 5% for the next 2 years. Calculate the value of the building at th

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON LONGITUDES FORM 4 LEVEL : The positions of two points A and B on the surface of the earth are A(32.8°N, 26°E) and B(21.2°S, 26°E). Calculate in kilometres the shortest distance between A and B. (Take the radius of the earth to be 6370 km and π = 22/7) (3 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON GRAPHICAL METHODS FORM 3 LEVEL : The table below gives values of two variables x and y obtained from an experiment. (a) On the grid provided below, plot the values of y against x and draw the line of best fit. (2 marks)

KCSE MATHEMATICS QUESTIONS AND ANSWERS ON CIRCLES, CHORDS AND TANGENTS FORM 3 LEVEL. : In the figure below, PRQS is a circle of radius 17cm. Line PQ is a diameter of the circle and is perpendicular to chord RS at T.

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KCSE MATHEMATICS QUESTION AND ANSWER ON SEQUENCE AND SERIES FORM 3 LEVEL : The second term of a geometric sequence is 24 and the fifth term is 192. Find the first term of the sequence. (3 marks)

KCSE MATHEMATICS QUESTION AND ANSWER ON MATRICES FORM 3 LEVEL : (a) Find the determinant of the matrix (3 1-1 1). (1 mark) (b) A rectangle whose area is 15 cm² is transformed by the matrix (3 1-1 1) Determine the area of its image under the matrix of the transformation. (2 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON SCALE DRAWING FORM 1 LEVEL : The area of each small square of the grid below is 64 mm². Estimate in mm², the area of the figure drawn on the grid. (3 marks)

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KCSE MATHEMATICS QUESTIONS AND ANSWERS ON STATISTICS I FORM 2 LEVEL : The pie-chart below represents the expenditure of a family in a certain month on maize, meat, vegetables, fruits and milk.

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