Consider the following algorithm for finding the distance between the two closest elements in an array of numbers. ALGORITHM MinDistance(A[0..n-1])
//Input: Array (A[0..n-1]) of numbers
//Output: Minimum distance between two of its elements
dmin ← [infinity]

for i ← 0 to n - 1 do
for j ← 0 to n - 1 do
if i ≠ j and |A[i] - A[j]| < dmin
dmin ← |A[i] - A[j]|
return dmin

Make as many improvements as you can in this algorithmic solution to the problem. (If you need to, you may change the algorithm altogether, if not, improve the implementation given.)

[a] create a class called “cycle” which has two instance integer variables as properties, “numberofwheels” and “weight.” create a constructor with two parameters, using the same variable names in the parameter list. assign each variable to numberofwheels” and “weight” respectively. write a separate application to test the class and display its properties. note: do not change the names of the instance variables or the variables listed in the constructor’s parameter list. [b] edit your class cycle by adding a default constructor which will assign the default values of 100 to represent the numberofwheels, and 1000 to represent the weight, by invoking a call to the other constructor. modify your application created in [a] to test the class.

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