What are the benefits of using tail recursion?

Palindrome should have a recursive definition.

While working with Recursion, why do we need a base case? What will happen if we remove it? Explain with example

Explain, in your own words, what happens in memory when a recursivefunction is used, and what types of disadvantages a recursive function bringswhen compared to a function that uses iteration.

How is the repeated calling of a recursion function controlled? What kind of command and control structure is being utilized in this instance?

Implement the recursive function for the Fibonacci code programming language: java Need full code with explanation

Questions about Recursion in computers. Please explain your working and show calculations

Haskell Using the recursive definitions show how "length [1,2,3]", "drop 3 [1,2,3,4,5]", and "init [1,2,3]" are evaluated. Here, you need to write out (i.e., show) each step that Haskell takes to evaluate the corresponding three expressions. Note : recursive definition of "init" is: init :: [a] -> [a] init [_] = [] init (x:xs) = x : init xs

Iteration versus one-friend recursion. 1. Your job is to accept the tuple a1, a2,..., a and return the tuple an, an1,..., a1 that has been reversed. You will only take an element off of one end or put an element back on one end because you are being indolent. But you have allies in recursion who can assist you.Please include the recursive code as well as a paragraph with the friend's description of the algorithm. 2. Now imagine that you lack pals but have a stack. (Refer to Chapter 3. Quickly design an incremental programme to address this issue. Include loop invariants and other crucial stages that are necessary to describe an iterative algorithm. 3. Trace both of these scripts separately. Compare and contrast their computerised calculations step by step.

What does an endless recursive function do to your program's memory? Explain why that happens?