Minimum steps to obtain n from 1 by the given operations

**1**.**Minimum Operations Given**a number**N**. Find the number of**operations**required to reach**N**starting from 0. ... For each testcase, in a new line, print the maximum possible value you can get with the**given**conditions that you can**obtain**for each test ...**Minimum**number of jumps >**Given**</b> an array of integers where each element represents the max.- Example
**1**.Three men are to to be**given**3 jobs and it is assumed that ...**Step 1**Identify the**minimum**element in each row and subtract it from every element of that row. Table ... Make the assignment for the reduced matrix**obtain**from**steps 1**and 2 in the following way: a. Examine the rows successively until a row with. Assume that X=Y=**N**, that**N**mod 16=0 and that you have 16 - We can imagine to apply the same in a recursive way for all
**given**set of disks. The**steps**to follow are −.**Step 1**− Move**n**-**1**disks from source to aux**Step**2 − Move**n**th disk from source to dest**Step**3 − Move**n**-**1**disks from aux to dest. A recursive algorithm for Tower of - If the target value is less than the number in the middle index, then pick the elements to the left of the middle index, and start with
**Step 1**. When a match is found, return the index of the element matched. If no match is found, then return -**1**. /* function for carrying out binary search on**given**array - values [] =>**given**sorted array - len ... - Input: The first line of input contains an integer T denoting the number of test cases. Each test case consist of an Integer value
**N**denoting the amount to get change for. Output: Print all the denominations needed to make the change in a separate line. Constraints:**1**≤ T ≤ 100**1**≤**N**≤ 10 6 Example: Input:**1**</b> 43 Output: 20 20 2 <b>**1**</b> Explanation: Testcase <b>**1**</b>: Sum of