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Question1) Using 5 bits to represent each number, write the representation of 7 and -7 in 1's complement, signed magnitude, and 2's complement integers.
Question2) Write the 6-bit 2's complement representation of -32.
Question3) Convert these decimal numbers to 8-bit 2's complement binary numbersa. 102 b. 64 c. 33 d. -128 e. 127
Question4) Assume if the last digit of a 2's complement binary number is 0, then number is even. If the last two digits of a 2's complement binary number are 00 (e.g., the binary number 01100), what does that tell you about the number?
Question5 )without changing their values convert the following 2's complement binary numbers into 8-bit 2's complement numbers.a. 1010 b. 011001 c. 1111111000 d. 01
Question6) Create table showing the decimal value of all 4-bit 2's complement numbers
Evaluate the effective address if the addressing mode of the instruction is (a) direct; (b) immediate; (c) relative; (d) register indirect.
Write a C++ class which implements stack by using a dynamically allocated array. Initial size of particular stack must be determined when it is created.
Let A[1, n] be an array of real numbers. Create an algorithm to perform any sequence of the following two operations: Add(i, x): add the value x to A[i].
Explain and analyze the algorithm to determine the length of longest substring that appears both forward and backward in an input string T[1 . n].
At most how many leaf nodes can a decision tree have if it is consistent with a training set containing 100 examples?
Explain advantages and disadvantages of new algorithm compared with eager decision tree algorithm, and advantages and disadvantages of new algorithm compared with lazy kNN algorithm.
Write the algorithm which will prompt for and accept four numbers, sort them into ascending sequence and display them to screen. Your algorithm is to include module called Order _two_numbers.
Generalize the 2-3 algorithms for INSERT and DELETE to K-J trees, where non-leaf vertices have between K and J children for fixed integers K >=2, and J>= 2K-1.
Consider the following algorithm for finding the smallest element in an unsorted array: RANDOMMIN(A[1 .. n]). What is the exact expected number of executions of line ( )?
Your goal is to solve the following simple programming exercise. You have been asked by your accounting department to design an algorithm determining the annual profit for your company.
Describe the distinction between an ambiguity in a proposed algorithm and an ambiguity in the representation of an algorithm. Describe how the use of primitives helps remove ambiguities in an algorithm's representation.
As queries are expensive, you would like to calculate median using as few queries as possible. Provide the algorithm which finds median value using at most O(log n) queries.
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