Pls do fast within 5 minutes and i will give like for sure Solution must be in typed form 7. What is a bit? How many bits to a byte? 8. How many bits are in the following? Use place holders to show your approach (i.e., 1s place, 2s place, so forth). a. 2 Megabits b. 5 Kilobits c. 3 Gigabits 9. Give examples of when you would use bits and when you would use bytes. 10. How many bits are required to represent the following decimal numbers. a. 2 KiloBits b. 40 MegaBytes c. 10 GigaBits d. 32 MegaBytes

1) For IEEE 754 single precision floating point numbers, if X is a negative denormalized floating point number with mantisa   010  0000 0000  0000  0000  0000, what is the decimal value of X?   Question options:   a.   –1.25 × 2^(–126 )   b.   –1.25 × 2^(–127 )   c.   –0.25 × 2^(–127)   d.   –0.25 × 2^(–126 )   e.  None of the above 2) Which of following recursive C++ functions correctly computes a[0]+a[1]+...+a[n-1] (where n is the size of array a) ?   Question options:   int sum(int n, int a[] ){ return n>0? sum(n-1) + a[n]  :  a[0]; }   int sum(int n, int a[] ){ return n>0? sum(n-1, a) + a[n-1]  :  a[0]; }    int sum(int n, int a[] ){ return sum(n-1, a) + a[n-1] ; }   int sum(int n, int a[] ){ return n>0? sum(n-1, a) + a[n]  :  a[0]; }    int sum(int n, int a[] ){ return n>0? sum(n-1) + a[n-1] : a[0]; }

In this scheme, how many different numbers are representable and What is the largest number represented in this system? (Give your answer as a fraction in its lowest form.).,Finally What number represents 7/10 in this system?

You can determine the maximum and minimum possible values for a datatype based on the number of bits that it uses (I cover this in lecture, note it differs for unsigned compared with signed). The idea is to consider which bits should be 0 or 1 to achieve the maximum and minimum values, respectively. 1. For each type in the table, enter the minimum and maximum Base 10 values you can represent. Minimum (Base 10) Maximum (Base 10) Type unsigned byte byte unsigned int int Note: You can express your answers as powers of 2 if you want.

0.5 0.25 0.125 1/8 0.0625 1/16 0.03125 1/32 0.015625 1/64 0.0078125 1/128 For the decimal number given below, answer each question in the process of converting the value into IEEE 754-like 16-bit hex format where there is a 1- bit sign, 5-bit exponent, and 10-bit significand. You must show your work to get full credit. You may find the above graphic helpful. Given the decimal value 9.375: a) What is the unsigned binary representation for the above decimal value? [Select] b) What is the normalized scientific notation for the binary representation and decimal exponent? x 2 to the [Select] c) What is the 5-bit Bias decimal value of the exponent? (Hint: be = exponent + K where K is 15 for a 5-bit exponent) [Select] [Select] 1/2 1/4 d) What is the 5-bit binary representation of the Bias decimal value of the exponent? [Select] e) What is the value of the 16-bit representation expressed in four hexadecimal digits? The answer will be 4 hex digits. [Select]

In general, how many things can be represented by n bits?   Question 4 options:   A. 2n   B.  2n + 1   C.  n2   D.  n4   E.  2n