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The following algorithm is designed to print the beginning of what is known as the


Fibonacci sequence. Identify the body of the loop. Where is the initialization step for the


loop control? The modification step? The test step? What list of numbers is produced?


Last ← 0;


Current ← 1;


while (Current < 100) do


(print the value assigned to Current;


Temp ← Last;


Last ← Current; and


Current ← Last + Temp)

Describe a tree structure that can be used to store the genealogical history of a family. What operations are performed on the tree? If the tree is implemented as a linked structure, what pointers should be associated with each node? Design procedures to perform the operations you identified above, assuming that the tree is implemented as a linked structure with the pointers you just described. Using your storage system, explain how one could find all the siblings of a person.

There are 150 students in a class. The distribution if their marks in a mathematics test are as follows

Class                                                   frequency

0-9                                                      3

10-19                                                  10

20-29                                                  17

30-39                                                  x

40-49                                                  35

50-59                                                  y

60-69                                                  18

70-79                                                  10

80-89                                                  5

90-99                                                  2

Required

i)       The value of x given that the median mark is 44.357            (2marks)

ii)     The value of y given that the modal is 43.0                          (2marks)

iii)   Draw an ogive of the data in (a) above                                 (3 marks)


The following program segment is an attempt to compute the quotient (forgetting any remainder) of two positive integers (a dividend and a divisor) by counting the number of times the divisor can be subtracted from the dividend before what is left becomes less than the divisor. For instance, 7⁄3 should produce 2 because 3 can be subtracted from 7 twice. Is the program correct? Justify your answer.


Count ← 0;


Remainder ← Dividend;


repeat (Remainder ← Remainder – Divisor;


Count ← Count + 1)


until (Remainder < Divisor)


Quotient ← Count.

  1. explain the industrial application of double alkali solution.
  2. why do we use two indicators in double alkali(i-e phenolphthalein and methyl orange)

Solve



x^2y′′+ xy′− y =1/x + 1

Solve

x ^2y'′ + 2xy'− 12y = x^3log x.



how to make double alkali and what is a double alkali



8. Solve x

x^2y′′− 2xy′+ 2y = x^4sin(4 log x)


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