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Question 1. Use dynamic programming to find least-cost alignment of the two strings CAT and ACGC under the operation cost model where insert, delete and substitute cost +1 and match costs -2. Clearly state (a) the recurrence relation and then (b) fill the appropriate table. (c) Give an explicit list of operations to align the two strings or display the strings in such a way that the details of the alignment are clear. (d) Is the least-cost alignment unique (or are there multiple ways of achieving it)?
Question 2. Use dynamic programming technique to find least-cost alignment of the two strings CAGT and ACGGT under the operation cost model where insert/delete and substitute costs +2 and exact match costs -3. Clearly state (i) the recurrence relation and then (ii) fill the appropriate table (given on the next page). Show the least-cost alignment (cost plus properly aligned strings) on this page. (There is a third part of the question on the next page.)
Explain why most real numbers cannot be stored using finite binary storage from two different point of views in less than 200 words.
q1. as the text explains there are seven 7 steps in the program development cycle. identify which of the steps that you
The recent advances in information and communication technology (ICT) has promoted the evolution of conventional computer-aided manufacturing industry to smart.
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Write a Haskell function that generates all binary trees with empty leaves of size n. What do you observe about the two results?
Create a ManufacturedProduct class. The ManufacturedProduct class is a simplified representation of a product that is being built on an assembly line.
A simple medium access control protocol would be to use a fixed assignment time division multiplexing (TDM) scheme.
Propose a consistent heuristic that could be used with A* to solve this problem - Consider that you would like to solve a maze puzzle using A*
What different instruction formats might be used for an ADD instruction, and how would they work?
Write a C program that finds voltage drop and power dissipated by a resistance (R) when a current (I) flows through it.
Output the array and the address of each element. Find and output the largest element and its index. Find and output the smallest element and its index.
Describe how security can be implemented in the database to protect the sensitive data and allow some users to see certain data.
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