Form 4 Mathematics
A theatre has a seating capacity of 250 people. The charges are Kshs. 100 for an ordinary seat and Kshs 160 for a special seat. It cost Kshs 16,000 to stage a show and the theater must make a profit. There are never more than 200 ordinary seats and for a show to take place at least 50 ordinary seats must be occupied. The number of special seats is always less than twice the number of ordinary seats.
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Form 4 Mathematics
The line segment BC given below is one side of triangle ABC
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Form 4 Mathematics
The curve of the equation y = 2x + 3x2, has x = - ⅔ and x = 0 and x intercepts. The area bounded by the axis x = - ⅔ and x = 2 is shown by the sketch below.
Find:
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Form 4 MathematicsSolve the equation 2 sin2(x - 300) = cos 600 for – 1800 ≤ x ≤ 1800
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Form 4 Mathematics
The distance from a fixed point of a particular in motion at any time t seconds is given by
Find its:
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Form 4 Mathematics
A plane leaves an airport A (38.50, 37.050W) and flies dues North to a point B on latitude 520N.
Take the value Π of as 22 ⁄ 7 and radius of the earth as 6370 km
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Related Questions on Longitudes and LatitudesForm 4 Mathematics | Topical Questions and AnswersThe acceleration a m/s2 of a particle moving in a straight line is given by a = 18t - 4, where t is time in seconds. The initial velocity of the particle is 2 m/s
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Form 4 Mathematics | Topical Questions and AnswersGiven that sin θ = ⅔ and is an acute angle find:
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Form 4 Mathematics
The transformation R given by the matrix
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More Questions on Matrices and transformations IIForm 4 Mathematics
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Related Questions on Trigonometry IIIForm 4 MathematicsFind the equation of the tangent to the curve Y = (x2 + 1) (x - 2) when x = 2
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Free 1999 K.C.S.E Mathematics Topical Question & Answers Paper 1The graph below consists of a non- quadratic part ( 0 ≤ x ≤ 2) and a quadrant part ( 2 ≤ x 8) The quadratic part is y = x2 – 3x + 5, 2 ≤ x ≤ 8 
(a) Complete the table below (1 mark)
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Free 1999 K.C.S.E Mathematics Topical Question & Answers Paper 1
A particle moves on a straight line. The velocity after t seconds is given by V = 3t2 – 6 t – 8. The distance of the particle from the origin after one second is 10 metres. Calculate the distance of the particle from the origin after 2 seconds.
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Free 1998 K.C.S.E Mathematics Topical Question & Answers Paper 2
​A draper is required to supply two types of shirts A and type B.
The total number of shirts must not be more than 400. He has to supply more type A than of type B however the number of types A shirts must be more than 300 and the number of type B shirts not be less than 80. Let x be the number of type A shirts and y be the number of types B shirts.
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Free 1998 K.C.S.E Mathematics Topical Question & Answers Paper 2
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AuthorMaurice A Nyamoti is a Mathematics/ Computer Teacher and has passion to assist students improve grades RSS_FEED
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