Use a paper-and-pencil approach to compute the following division in binary. i. Dividend = 1110, Divisor = 310 %3D
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- 1) what is the worst cast time complexity for this code ? 2) How many basic operations are done on average (over all possible 2n n-bit binary numbers)? for (int i = 0; i < n; ++i) { int bi; std::cout << "Enter bit " << (n - 1 - i) << ": "; std::cin >> bi; if (bi == 1) { for (int j = 0; j < i; ++j) { power *= 2; } x += power; } }Question 8: Round the following binary numbers to nearest 1/8. Perform round down action in case of "Half way": a) 1011.1111001 b) 11001.101100000The result of adding, subtracting, or multiplying two integers might result in overflow but never __________ or __________.
- Given the chart that is already filled out, fill in the blanks for the binary represenation and decimal value. Please explain and fill in the the blanks. Please read the question carefully and I thank you for the supportConsider the following code which includes a parity check for the third digit: C=(000,011,101,110). You get the third digit by adding the first two and then using the remainder on division by 2. Can this code detect and count single errors? how can this be implemented?Find the sum of each of these pairs of numbers.If you think there is a problem of any sort express it. base 5) 243 + 3443 base 16) A9F + FDF base 7) 589 + 236
- The textbook gives the answer to question 13 as 11, 11, 11. I need a similar binary sequence answer to question 14.Thanks.// Task 3 // For this function, you must return the largest power of 2 that // is less than or equal to x (which will be positive). You may // not use multiplication or some sort of power function to do this, // and should instead rely on bitwise operations and the underlying // binary representation of x. If x is 0, then you should return 0. unsigned largest_po2_le(unsigned x) { return x; }1- Given a set of numbers where all elements occur even number of timesexcept one number, find the odd occurring number” This problem can beefficiently solved by just doing XOR of all numbers.2- Use bitwise operators to compute division and multiplication by a numberthat is power of 2. For example: bitwise_divide/multiply(num,8/16/32/2/4/128) should use only bitwise operators to compute result.3- Write code that checks if a number is odd or even using bitwise operators.4- Write a program that checks if a number is positive/negative/zero.5- Write a function that returns toggle case of a string using the bitwiseoperators in place.
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