Chapter 6, Problem 3PS

Using the 14-bit representation for floating point number discussed in the class, what is the number represented by 11001010001100 (with bias 15)?

Discuss the concept of signed and unsigned integers in programming languages. How are these representations used, and what are their implications for memory storage?

Discuss the concept of integers in computer programming and the range of values they can represent in various data types.

Computer science based questions

Do you know how many different domains it is possible to express using a 32-bit representation? At this time, there is no set limit on the number of computers that may belong to a single domain.

Write the program for the given question in 8085 microprocessor language. Answer only if you know .

How many computer code kinds exist today? Summarise each.

Step 1 Programs are the set of lines of code that is used to provide instructions to the computer. The instructions are provided to perform certain tasks. The instructions are implemented by the programmer using the programming language according to the requirement. The instructions are given by the program accordingly. The program is used to solve everyday problems, it is used for problem-solving. It can be used to solve complex problems in seconds. Examples of binary code are 101 is the representation of 5 in digital, etc.   arrow_forward Step 2 The importance of binary code are as follows: Images are most typically created in systems with the help of tiny colored squares known as pixels. Binary codes are used to represent images. In particular, understanding the binary digits of image pixels paves the way to image manipulation applications like trying to hide one image inside the other. For carrying out the instructions, computer programs employ a very specialized logic…

Lab Task Use your knowledge of number systems to solve the problem given below (Please show all intermediate steps): 1. Convert following Binary Numbers into Decimal (i) (ii) (11010)2 = ( )10 (110101.11)2 = ( )10 2. Convert the following Hexadecimal Numbers into the base indicated (i) (ii) (B65F)16 = ( )10 (3A6.C)16 = ( )2 3. Convert the following Decimal numbers into the base indicated: (i) (ii) (41.6875)10 = ( )2 )16 (106.16)10 = ( University of leddah 4. Perform the addition (59F)16 + (E46)16: 5. Using 2's complement, perform M-N with the following unsigned binary numbers. Also check the result by performing subtraction directly. N = 1101 N = 10000 N = 10011 M = 11010 (i) (ii) M = 11010 M = 10010 (iii) 6. Search the internet to learn about Gray Code. Write the binary and Gray Code for decimal numbers between 0 and 15. 7. Using 2's complement, perform M- N with the following signed 5-bit binary numbers. Also check the result by performing subtraction directly. N = 01101 N = 10000 (i)…