ATIKA SCHOOL - Computer studies analysis of questions and answers : Computer studies analysis of KCSE questions and answers and detailed marking schemes. Arranged according to topic, form and year.
A trader bought a car from a manufacturer and later sold the car to another person. Design a pseudocode that will accept the buying price and the selling price of the car, determine whether the trader made a profit /or loss, calculate the profit/loss and - ATIKA SCHOOL
A PARTICLE MOVES IN A STRAIGHT LINE FROM A FIXED POINT. THE VELOCITY V MS^-1 OF THE PARTICLE AFTER T SECONDS IS GIVEN BY V=T^2 - 4T + 6. - ATIKA SCHOOL
A FARMER HAS TWO TRACTORS P AND Q. TRACTOR P, WORKING ALONE, CAN PLOUGH A PIECE OF LAND IN 5 HOURS WHILE TRACTOR Q WOULD TAKE ON AND TWO-THIRDS HOURS LESS THAN TRACTOR P. - ATIKA SCHOOL
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An aircraft took off from point A (x degrees North, 15 degrees east) at 0720h, local time. It flew due west to another point B (x degrees North, 75 degrees West) a distance of 5005 km from A. - ATIKA SCHOOL
A road contractor has to transport 240 tonnes of hardcore. He will use two types of lorries, type A and type B. He has 3 type A lorries and 2 type B lorries - ATIKA SCHOOL : A road contractor has to transport 240 tonnes of hardcore. He will use two types of lorries, type A and type B. He has 3 type A lorries and 2 type B lorries
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In a 4×400 m relay competition, a team of athletes each completed their round in 45 sec, 43 sec, 44 sec and 45 sec respectively. If the race started at 1:35:31 p.m., find the time when the team completed the race. - ATIKA SCHOOL : In a 4×400 m relay competition, a team of athletes each completed their round in 45 sec, 43 sec, 44 sec and 45 sec respectively. If the race started at 1:35:31 p.m., find the time when the team completed the race.
A solid consists of a conical part, a cylindrical part and a hemispherical part. All the parts have the same diameter of 12 cm. The height of the cylindrical part is 15 cm and the slanting height of the conical part is 10 cm. (Тake л = 3.142) - ATIKA SCHOOL : A solid consists of a conical part, a cylindrical part and a hemispherical part. All the parts have the same diameter of 12 cm. The height of the cylindrical part is 15 cm and the slanting height of the conical part is 10 cm. (Тake л = 3.142)
THE AVERAGE SPEED OF A PICK-UP WAS 20 KM/H FASTER THAN THE AVERAGE SPEED OF A LORRY. THE PICK-UP TOOK 45 MINUTES LESS THAN THE LORRY TO COVER A DISTANCE OF 180 KM. - ATIKA SCHOOL : THE AVERAGE SPEED OF A PICK-UP WAS 20 KM/H FASTER THAN THE AVERAGE SPEED OF A LORRY. THE PICK-UP TOOK 45 MINUTES LESS THAN THE LORRY TO COVER A DISTANCE OF 180 KM.
KCSE Mathematics Topical Questions - Atikaschool.com : KCSE Mathematics Topical Questions for all forms 1, 2, 3 and 4. Kenyan students are delighted to access for free
KCSE 2020 MATHEMATICS ALT A PAPER 1 QUESTION 23 ON MATRIX AND TRANSFORMATION : KCSE 2020 MATHEMATICS ALT A PAPER 1 QUESTION 23 ON MATRIX AND TRANSFORMATION
THE NUMBER OF STUDENTS IN 40 SCHOOLS IN A CERTAIN SUB-COUNTY WERE RECORDED AS FOLLOWS: - ATIKA SCHOOL : THE NUMBER OF STUDENTS IN 40 SCHOOLS IN A CERTAIN SUB-COUNTY WERE RECORDED AS FOLLOWS:
A forest is enclosed by four straight boundaries AB, BC, CD and DA. Point B is 25 km on a bearing of 315° from A, C is directly south of B on a bearing of 260° from A and D is 30 km on a bearing of 210° from C. : A forest is enclosed by four straight boundaries AB, BC, CD and DA. Point B is 25 km on a bearing of 315° from A, C is directly south of B on a bearing of 260° from A and D is 30 km on a bearing of 210° from C.
The line 2y+x=1 is perpendicular to a line L. Line L passes through point (2,-1). Determine the equation of L in the form Y = mx + c, where m and c are constants. - ATIKA SCHOOL : The line 2y+x=1 is perpendicular to a line L. Line L passes through point (2,-1). Determine the equation of L in the form Y = mx + c, where m and c are constants.
the displacement, s metres of a moving particle after t seconds in given by - ATIKA SCHOOL : the displacement, s metres of a moving particle after t seconds in given by
A RECTANGULAR FLOOR OF A ROOM MEASURES 5.4M LONG AND 4.2M WIDE. THE ROOM IS TO BE COVERED WITH SQUARE TILES. CALCULATE THE MINIMUM NUMBER OF SQUARE TILES THAT CAN BE USED TO COVER THE FLOOR. - ATIKA SCHOOL : A RECTANGULAR FLOOR OF A ROOM MEASURES 5.4M LONG AND 4.2M WIDE. THE ROOM IS TO BE COVERED WITH SQUARE TILES. CALCULATE THE MINIMUM NUMBER OF SQUARE TILES THAT CAN BE USED TO COVER THE FLOOR.
A line L1 passes through points A (3,3), B(5-1) and it is bisected by L2. Determine the equation of L2 in the form y = mx + c (3mks) - ATIKA SCHOOL : A line L1 passes through points A (3,3), B(5-1) and it is bisected by L2. Determine the equation of L2 in the form y = mx + c (3mks)
Two people X and Y have goats. X has more goats than Y and if Y gives X one of his goats, X will have twice as many goats as Y. If X gives Y one of his goats, they will have an equal number of goats. How goats does each have. (3mks) - ATIKA SCHOOL : Two people X and Y have goats. X has more goats than Y and if Y gives X one of his goats, X will have twice as many goats as Y. If X gives Y one of his goats, they will have an equal number of goats. How goats does each have. (3mks)