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- a. What is the ASCII representation of the numeral -3.1415 in binary?b. What is the ASCII representation of the numeral -3.1415 in octal?c. What is the ASCII representation of the numeral -3.1415 in hexadecimal?d. What is the ASCII representation of the numeral -3.1415 in decimal?a) How is the number 42.5 represented in memory as a single precision floating point number, represent it in hexadecimal format? b) How is the number 18.25 represented in memory as a single precision floating point number, show it in hexadecimal format?Kindly answer the following questions. d. How are the ASCII codes for the decimal digits obtained? What is the relation between the ASCII codes for the capital letters and lowercase letters?
- What is the smallest 32-bit floating point number f such that 128 + f > 128 ? What is the smallest 32-bit floating point number g such that 1 + g > 1 ? What is the relationship between f and g?Small Numbers: cannot be represented infinitely many digits in decimal. How close can you get to the exact value of, if you represent in binary if you truncate your representation after 2 bits after the binary point? 5 bits after the binary point? 52 bits after the binary point?What are the hexadecimal and decimal representations of the ASCII character capital B?
- Question 18 Find the Binary Representation for each of the following Decimal numbers 10 Group of answer choices A 1010 0101 none of them Question 19 The hexadecimal number 48 61 can be interpreted as representing a decimal number _________ or a pair of ASCII codes _________. Group of answer choices 15829 ha 18529 HA 18529 Ha none of them Question 20 The Binary Representation for each of the following Hexadecimal number AD Group of answer choices 10101010 10101101 10110001 none of themWhat is the smallest 32-bit floating point number f such that 128 + f > 128? and What is the smallest 32-bit floating point number g such that 1 + g > 1 ? solve this pleaseWhat is the decimal equivalent of the given code?
- J - For the IEEE 754 single-precision floating point, what is the number, as written in binary scientific notation, whose hexadecimal representation is the following? FF80 0000a) What is "Approximation Error" in floating-point representation? Approximation Error - Since in floating point representation we can not represent all real numbers so there occurs an error.It is difficult to represent some decimal numbers in binary form. b) Why is it happening? Floating point Approximation error occur because it uses fixed no. of bits to represent decimal numbers. It is difficult to represent real numbers with the help of fixed bits of binary numbers. Also some decimal numbers are difficult to represent in binary form. c) How can we minimize it? We can minimise it by- 1.Changing radix 2.Adding numbers of different magnitude value. 3.overflow 4. underflow 5.Subtracting numbers of same magnitude value. Dont use answers from other websites please! Please type your answer not picture d) How can the character codes be a solution for this?7) Under computer integer arithmetic, the quotient J/K of two integers J and K is less than or equal to the usual quotient. True or false?