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Please show all the work. Thank you. Consider the following recursive algorithm in pseudo-code: ALL-EQUAL(A,p,r) if (p==r) then return true else if (A[p]!=A[r]) then return
Please show all the work. Thank you.
Consider the following recursive algorithm in pseudo-code: ALL-EQUAL(A,p,r) if (p==r) then return true else if (A[p]!=A[r]) then return false else q=(p+r)/2 // this is integer division, example: 5/2=3 return ALL-EQUAL (A,p,q) AND ALL-EQUAL (A,q+1,r) Describe with your words how ALL-EQUAL checks that all elements of the array A from index p to q are equal. Consider n= number of elements of A from p to r as the size of input for analyzing ALLEQUAL. Provide the recurrence equation that represents its runtime T(n)Step by Step Solution
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