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KCSE MATHEMATICS QUESTIONS AND SOLUTIONS


Topically Analysed


Form 3
Form 2
Form 4
Form 1

K.C.S.E Mathematics Q & A - MODEL 2009PP2QN24

23/8/2020

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Form 3 Mathematics


Amina carried out an experiment to determine the average volume of a ball bearing. He started by submerging three ball bearings in water contained in a
measuring cylinder. She then added one ball a time into the cylinder until the balls were nine.
The corresponding readings were recorded as shown in the table below
Picture
a) i) On the grid provided, Plot (x, y) where x is the number of ball bearings and y is the corresponding measuring cylinder, reading. 
ii) Use the plotted points to draw the line of best fit 
b) Use the plotted points to draw the line of best fit. 
i) The average volume of a ball bearing;
ii) The equation of the line. 
c) Using the equation of line in b(ii) above, determine the volume of the water in the cylinder.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN23

23/8/2020

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Form 3 Mathematics


a)The first term of an Arithmetic Progression (AP) is 2. The sum of the first 8 terms of the AP is 156
i) Find the common difference of the AP. 
ii) Given that the sum of the first n terms of the AP is 416, find n. 
b) The 3rd, 5th and 8th terms of another AP form the first three terms of a Geometric Progression (GP)
If the common difference of the AP is 3, find:
i) The first term of the GP; 
ii) The sum of the first 9 terms of the GP, to 4 significant figures.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN22

23/8/2020

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Form 4 Mathematics


Picture
Picture
Calculate:
a) The length of AC;
b) The angle between the line AG and the plane ABCD;
c) The vertical height of point V from the plane ABCD;
d) The angle between the planes EFV and ABCD.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN21

21/8/2020

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Form 3 Mathematics


The table below shows income tax rates.
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In certain year, Robi‟s monthly taxable earnings amounted to Kshs. 24 200.
a) Calculate the tax charged on Robi‟s monthly earnings. 
b) Robi was entitled to the following tax reliefs:
I: monthly personal relief of Ksh 1 056;
II: Monthly insurance relief at the rate of 15% of the premium paid.
Calculate the tax paid by Robi each month, if she paid a monthly premium of Kshs 2 400 towards her life insurance policy.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN20

21/8/2020

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Form 4 Mathematics


Triangle PQR shown on the grid has vertices p(5,5), Q(10, 10) and R(10,15)
Picture
a) Find the coordinates of the points p‟, Q‟ and R‟ and the images of P, Q and R respectively under transformation M whose matrix is
Picture
b) Given that M is a reflection;
i) draw triangle P‟Q‟R‟ and the mirror line of the reflection; 
ii) Determine the equation of the mirror line of the reflection 
c) Triangle P” Q” R” is the image of triangle P‟Q‟R‟ under reflection N is a reflection in the y-axis.
i) draw triangle P”Q”R”
ii) Determine a 2 x2 matrix equivalent to the transformation NM 
iii) Describe fully a single transformation that maps triangle PQR onto triangle P”Q”R”
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN19

21/8/2020

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Form 4 Mathematics


The table below shows the number of goals scored in handball matches during a tournament.
Picture
Draw a cumulative frequency curve on the grid provided
b) Using the curve drawn in (a) above determine;
i) The median; 
ii) The number of matches in which goals scored were not more than 37;
iii) The inter-quartile range
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN18

21/8/2020

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Form 3 Mathematics


At the beginning of the year 1998, Kanyingi bought two houses, one in Thika and the other one Nairobi, each at Ksh 1 240 000. The value of the house in Thika appreciated at the rate of 12% p.a
a) Calculate the value of the house in thirika after 9 years, to the nearest shilling.
b) After n years, the value of the house in Thika was Kshs 2 741 245 while the value of the house in Nairobi was Kshs 2 917 231.
i) Find n
ii) Find the annual rate of appreciation of the house in Nairobi.

ANSWERS
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN17

21/8/2020

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Form 1 Mathematics


A water vendor has a tank of capacity 18900 litres. The tank is being filled with water from two pipe A and B which are closed immediately when the tank is full. Water flows at the rate of
a) If the tank is empty and the two pipes are opened at the same time,
calculate the time it takes to fill the tank. 
b) On a certain day the vendor opened the two pipes A and B to fill the empty tank. After 25 minutes he opened the outlet to supply water to his customers at an average rate of 20 Liters per minute
i) Calculate the time it took to fill the tank on that day. 
ii) The vendor supplied a total of 542 jerricans, each containing
25 litres of water , on the day. If the water that remained in the tank was 6 300 litres, calculate, in litres, the amount of water that was wasted.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN16

21/8/2020

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Form 4 Mathematics


A particle moves in a straight line with a velocity V ms-1. Its velocity after t seconds is given by V= 3t2 – 6t-9.
The figure below is a sketch of the velocity-time graph of the particle
Picture
Calculate the distance the particle moves between t = 1 and t = 4
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN15

21/8/2020

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Form 3 Mathematics


In the figure below, AT is a tangent to the circle at A TB = 480, BC = 5 cm and CT = 4 cm.
Picture
Calculate the length AT.
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN14

21/8/2020

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Form 4 Mathematics


Solve 4 -4 Cos 2 Cos 2 x = -1 for 00 ≤ x ≤ 3600
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN13

21/8/2020

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Form 4 Mathematics


Point P (400S, 450E) and point Q (400S, 600W) are on the surface of the Earth.
Calculate the shortest distance along a circle of latitude between the two points.
​answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN12

21/8/2020

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Form 3 Mathematics


On a certain day, the probability that it rains is 1/7 . When it rains the probability that Omondi carries an umbrella is 2/3. When it does not rain the probability that Omondi carries an umbrella is 1/6. Find the Probability that Omondi carried an umbrella that day.
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN11

21/8/2020

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Form 3 Mathematics


A circle whose equation is (x – 1)2 + (y- k)2 = 10 passes through the point (2,5). Find the coordinates of the two possible centres of the circle.
answers
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN10

20/8/2020

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Form 3 Mathematics


Simplify;
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answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN09

20/8/2020

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Form 4 Mathematics


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answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN08

20/8/2020

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Form 3 Mathematics


a) Expand and simplify the binomial expression (2 –x)7 in ascending powers of x.
b) Use the expansion up to the fourth term to evaluate (1.97)7 correct to 4 decimal places
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN07

20/8/2020

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Form 1 Mathematics


In a certain commercial bank, customer may withdraw cash through one of the two tellers at the counter. On average, one teller takes 3 minutes while the other teller takes 5 minutes to serve a customer. If the two tellers start to serve the customers at the same time, find the shortest time it takes to serve 200 customers
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN06

20/8/2020

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Form 2 Mathematics


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Point D is on AB such that AD = 3 DB.
Express CD as a column vector.
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN05

20/8/2020

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Form 3 Mathematics


A solution was gently heated, its temperature readings taken at intervals of 1 minute and recorded as shown in the table below
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a) Draw the time-temperature graph on the grid provided 
b) Use the graph to find the average rate of change in temperature Between t= 1.8 and t= 3.4

answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN04

20/8/2020

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Form 1 Mathematics


In the figure below, O is the centre of the circle and radius ON is perpendicular to the line TS at N.
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Using a ruler and a pair o compasses only, construct a triangle ABC to inscribe the circle, given that angle ABC = 600, BC = 12 cm and points B and C are on the line TS
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN03

20/8/2020

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Form 3 Mathematics


The mass of a wire m grams (g) is partly a constant and partly varies as the square of its thickness t mm. when t= 2 mm, m= 40g and when t=3 mm, m = 65g
Determine the value of m when t = 4 mm.
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN02

20/8/2020

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Form 3 Mathematics


find a quadratic equation whose roots are 1.5 + sq root 2 and 1.5 - sq root 2, expressing it in the form ax2 + bx + c =0, where a, b and c are integers
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP2QN01

20/8/2020

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Form 1 Mathematics


A farmer feed every two cows on 480 Kg of hay for four days. The farmer has 20 160 Kg of hay which is just enough to feed his cows for 6 weeks. Find the number of cows in the farm.
answer
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K.C.S.E Mathematics Q & A - MODEL 2009PP1QN24

20/8/2020

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Form 3 Mathematics


a) On the grid provided, draw a graph of the functionY= ½ x2 – x + 3 for 0 ≤ x ≤ 6
b) Calculate the mid-ordinates for 5 strips between x= 1 and x=6, and hence Use the mid-ordinate rule to approximate the area under the curve between x= 1, x=6 and the x-axis.
c) Assuming that the area determined by integration to e the actual area, calculate the percentage error in using the mid-ordinate rule.
answers
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