Write a Java code that read 8 positive integers from the user and store them in an array. Theprogram should ensure that the numbers of the array are positive. If not, the program will keepasking user to enter positive values. Then, it finds the position (or index) of the maximum andminimum values in the array, and swap them (move the max element to the position of the min,and move the min element to the position of the max). Then it calculates the median of theelements of this array (for this step an ascending order sort should be done before calculating themedian). Then run the code again for integer array of sizeLoop and conditionals should be used The output of array of size 8 should be as follow (note: user input is required):The array length is: 8.Please enter value for the array:4Please enter value for the array:-2Please enter a positive value:55Please enter value for the array:67Please enter value for the array:-56Please enter a positive value:122Please enter value for the array:98Please enter value for the array:1Please enter value for the array:4Please enter value for the array:12Before swapping the min max, the array is4 55 67 122 98 1 4 12The max is 122 and its location is 3The min is 1 and its location is 5After swapping the min max, the array is4 55 67 1 98 122 4 12The array sorted in Ascending Order: 1 4 4 12 55 67 98 122The median is: 33.5 The output of array of size 7 should be as follow (note: user input is required):The array length is: 7Please enter value for the array:3Please enter value for the array:44Please enter value for the array:-1Please enter a positive value:78Please enter value for the array:12Please enter value for the array:81Please enter value for the array:123Please enter value for the array:97Before swapping the min max, the array is3 44 78 12 81 123 97The max is 123 and its location is 5The min is 3 and its location isAfter swapping the min max, the array is123 44 78 12 81 3 97The array sorted in Ascending Order: 3 12 44 78 81 97 123The median is: 78.0

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Chapter7: Arrays

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Write a Java code that read 8 positive integers from the user and store them in an array. The
program should ensure that the numbers of the array are positive. If not, the program will keep
asking user to enter positive values. Then, it finds the position (or index) of the maximum and
minimum values in the array, and swap them (move the max element to the position of the min,
and move the min element to the position of the max). Then it calculates the median of the
elements of this array (for this step an ascending order sort should be done before calculating the
median). Then run the code again for integer array of size

Loop and conditionals should be used

The output of array of size 8 should be as follow (note: user input is required):
The array length is: 8.
Please enter value for the array:
4
Please enter value for the array:
-2
Please enter a positive value:
55
Please enter value for the array:
67
Please enter value for the array:
-56
Please enter a positive value:
122
Please enter value for the array:
98
Please enter value for the array:
1
Please enter value for the array:
4
Please enter value for the array:
12
Before swapping the min max, the array is
4 55 67 122 98 1 4 12
The max is 122 and its location is 3
The min is 1 and its location is 5
After swapping the min max, the array is
4 55 67 1 98 122 4 12
The array sorted in Ascending Order: 1 4 4 12 55 67 98 122
The median is: 33.5

The output of array of size 7 should be as follow (note: user input is required):
The array length is: 7
Please enter value for the array:
3
Please enter value for the array:
44
Please enter value for the array:
-1
Please enter a positive value:
78
Please enter value for the array:
12
Please enter value for the array:
81
Please enter value for the array:
123
Please enter value for the array:
97
Before swapping the min max, the array is
3 44 78 12 81 123 97
The max is 123 and its location is 5
The min is 3 and its location is
After swapping the min max, the array is
123 44 78 12 81 3 97
The array sorted in Ascending Order: 3 12 44 78 81 97 123
The median is: 78.0

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