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K.C.S.E Mathematics Q & A-MODEL 1996PP1QN8

13/5/2020

A rectangular tank of base 2.4 m by 2.8 m and a height of 3 m contains 3,600 liters of water initially. Water flows into the tank at the rate of 0.5 litres per second. Calculate the time in hours and minutes, required to fill the tank ( 4 marks)

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K.C.S.E Mathematics Q & A-MODEL 1995PP2QN24

12/5/2020

A manufacture of jam has 720 kg of strawberry syrup and 800 kg of mango syrup for making two types of jam, grade A and B. Each types is made by mixing strawberry and mango syrups as follows:

Grade A: 60% strawberry and 40% mango
Grade B: 30% strawberry and 70% mango

The jam is sold in 400 gram jars. The selling prices are as follows:

Grade A: Kshs. 48 per jar
Grade B: Kshs 30 per jar.

(a)
- Form inequalities to represent the given information ( 3 marks)
(b)
- (i) On the grid provided draw the inequalities ( 3 marks)
- (ii) From your, graph, determine the number of jars of each grade the manufacturer should produce to maximize his profit ( 1 mark)
- (iii) Calculate the total amount of money realized if all the jars are sold ( 1 mark)

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K.C.S.E Mathematics Q & A-MODEL 1995PP1QN13

8/5/2020

Water flows from a tap. At the rate 27 cm³ per second, into a rectangular container of length 60 cm, breath 30 cm and height 40 cm. If at 6.00 p.m. the container was half full, what will be the height of water at 6.04 pm?

(3 marks)

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