Provide a high-level description of three distinct types of recursion, each with its own unique approach to achieving recursion termination.

Give an account of the stopping condition for the recursive binary search, and elaborate on why such a condition is required of all recursive algorithms.

1- What is minimum number of bits required to represent [decimal (-143)] as a signed binary number in 2- complement form. A) 7 B) 8 C) 10 D) 9 2- The 5-bits 2- complement equivalent of [decimal (12)] is: A) 00100 B) 11100 C) 01100 D) 10100 3- Multiplication of the unsigned numbers [binary (101101)] and [binary (1011)] results in product of: A) 111111111 B) 110101111 C) 111101111 D) 101101111

Provide an explanation of the recursive binary search's stopping condition and the justification for why stopping conditions are necessary for all recursive algorithms.

mission control applications were discussed as a case in which iteration might be preferable to recursion. Discuss other applications in which iteration might be preferable and why.

This essay will compare and contrast recursive descent with top-down table parsing.

Define and justify why stopping conditions are required for all recursive algorithms, such as the recursive binary search, in your own words.

try to solve using PYTHON, make sure your code has the methods invoked and proper printing statements according to the tasks.Complete the following problem using concepts of RECURSION

Give an account of the stopping condition for the recursive binary search, and elaborate on why such a condition is required of all recursive algorithms.

Name and explain the three elements of recursion. Provide an example of recursion in nature, real life. Provide an example of a programming application which would be an appropriate place to implement recursion.

Draw Stacks (Activation Record Instance) for returns from the belowprogramint recursion(int m, int n, int i, int j){static int sum = 0;if (m == n) {sum += pow(i*j,2);return sum;}else {sum += pow(i*j,2);return recursion(m+1, n, i+1, j+1);}}void main(){printf("sum= %d\n", recursion(1,5,2,3));}

Define the following sequence recursively, giving two instructions in mathematical language.{14, 9, 4, -1, . . .}