Given an integer array 'A' (1 <= length(A) <= 1000), find the length of its Longest Decreasing Subsequence (LDS). The elements of an LDS are sorted in monotonic/strict decreasing order. A sequence is a particular order in which related objects follow each other. A sub-sequence is a sequence obtained by omitting some of the elements of a larger sequence. You need to fill in a function that takes two inputs - integer 'n' and an integer array 'A' containing 'n' integers and returns the length of its LDS. Input Specification: input1: integer 'n' denoting size of array input2: integer array 'A' containing 'n' elements Output Specification: Return the length of LDS. Example 1: input1: 3 input2: {1,3,2} Output: 2

Computer Networking: A Top-Down Approach (7th Edition)
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Please code the below question in any one of these languages C or C++ or Java6 or python2 or Java 7 or Python 3 or PHP or Go or R ( Any one of these)
Ketum the lengur of LUS.
Example 1:
input1: 3
input2: (1,3,2}
Output: 2
Explanation
(3,2) is the longest decreasing subsequence of {1,3,2). Hence the element
count in LDS is 2.
Example 2:
input1: 5
input2:
(41,18467,6334,26500, 19169}
Output: 2
Explanation
(26500,19169) is the longest decreasing subsequence of
(41,18467,6334,26500, 19169}. Hence the element count in LDS is 2.
Transcribed Image Text:Ketum the lengur of LUS. Example 1: input1: 3 input2: (1,3,2} Output: 2 Explanation (3,2) is the longest decreasing subsequence of {1,3,2). Hence the element count in LDS is 2. Example 2: input1: 5 input2: (41,18467,6334,26500, 19169} Output: 2 Explanation (26500,19169) is the longest decreasing subsequence of (41,18467,6334,26500, 19169}. Hence the element count in LDS is 2.
Given an integer array 'A' (1 <= length(A) <= 1000), find the length of its
Longest Decreasing Subsequence (LDS). The elements of an LDS are sorted in
monotonic/strict decreasing order.
A sequence is a particular order in which related objects follow each other. A
sub-sequence is a sequence obtained by omitting some of the elements of a
larger sequence.
You need to fill in a function that takes two inputs - integer 'n' and an integer
array 'A' containing 'n' integers and returns the length of its LDS.
Input Specification:
input1: integer 'n' denoting size of array
input2: integer array 'A' containing 'n' elements
Output Specification:
Return the length of LDS.
Example 1:
input1: 3
input2: {1,3,2}
Output: 2
Transcribed Image Text:Given an integer array 'A' (1 <= length(A) <= 1000), find the length of its Longest Decreasing Subsequence (LDS). The elements of an LDS are sorted in monotonic/strict decreasing order. A sequence is a particular order in which related objects follow each other. A sub-sequence is a sequence obtained by omitting some of the elements of a larger sequence. You need to fill in a function that takes two inputs - integer 'n' and an integer array 'A' containing 'n' integers and returns the length of its LDS. Input Specification: input1: integer 'n' denoting size of array input2: integer array 'A' containing 'n' elements Output Specification: Return the length of LDS. Example 1: input1: 3 input2: {1,3,2} Output: 2
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