
Describe backtracking recursive algorithms for the following variants of the text segmentation problem. Assume that you have a subroutine IsWord that takes an array of characters as input and returns True if and only if that string is a “word”. You do not need to analyze the time complexity of your algorithms for this problem.
Given two arrays A[1..n] and B[1..n] of characters, decide whether A and B can be partitioned into words at the same indices.
For example, the strings BOTHEARTHANDSATURNSPIN and PINSTARTRAPSANDRAGSLAP can be partitioned into words at the same indices as follows:
BOT · HEART · HAND · SAT · URNS · PIN
PIN · START · RAPS · AND · RAGS · LAP
![Given that arrays A[In] and Bll.n ] of characters. we can say that A[] as array WORDS-BAG as Collections of the different wor](http://img.homeworklib.com/questions/03276cb0-f860-11eb-bdaa-af096c22f431.png?x-oss-process=image/resize,w_560)
Describe backtracking recursive algorithms for the following variants of the text segmentation problem. Assume that you...
Describe a recursive algorithm for the following variant of the text segmentation problem. Assume that you have a subroutine IsWord that takes an array of characters as input and returns True if and only if that string is a “word”. 1. Given two arrays A[1..n] and B[1..n] of characters, compute the number of different ways that A and B can be partitioned into words at the same indices.