Alarm Active in a Chemical Process
Problem Statement:
Two large tanks in a Chemical plant contain
different heated liquid. Suppose the names of two tanks are Tank A and Tank B. In order to process safely we need to check the liquid level
of Tank A and temperature of Tank B. If the level of Tank A cross a
predetermined level or the temperature of Tank B drops below a prescribed
temperature, it will be dangerous. For this purpose Liquid-level sensor is used
in Tank A to measure the present level and temperature sensor is used in Tank B
to measure the present temperature. An Industry has decided to design a circuit
which will help to know the present condition of Tank A and Tank B. The circuit
will be active when Liquid level of Tank A cross a predetermined level or the
temperature of Tank B drops below a prescribed temperature or both are true. The
circuit will be inactive (off) when liquid level of Tank A and temperature
level of Tank B are satisfactory. As a programmer you are invited to design a
program that will take different conditions of Tank A and Tank B as input and determine
the status of alarm (on or off). It will
also find the percentage (%) of satisfactory level comparing to total sample.
Input:
The first line of input will contain a number N (1<=N<=100),
which will denote the number of the sample we want to take. The second line
contains the fix liquid level that will be used to compare with other given
level of the Tank A. Similarly the third line contains fix temperature that
will be used to compare with other given temperature of Tank B. In the fourth, you will have to input liquid
level at different times (N different types of value). The fifth line contains
values of temperature at different times.
Output:
In output there will be three lines. The first
line contains the number of time both Tank A and Tank B are satisfactory level. The second line contains the total number
of time either any one or both are high (NOT SATISFACTORY level). The third line shows % of SATISFACTORY and NOT
SATISFACTORY level compare to the total sample.
Sample Input/Output:
|
Sample
input
|
Sample
output
|
|
5
40
35
12 45 89 65 10
12 38 35 65 18
|
SATISFACTORY: 2
NOT SATISFACTORY: 3
SATISFACTORY (%) : NOT
SATISFACTORY (%)= 40: 60
|
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