Answer:
The answer is below
Explanation:
A) The total bandwidth = 1 Mbps = 1000 Kbps
The requirement for each user = 100 Kbps
Total number of users = Total bandwidth / requirement for each user
Total number of users = 1000 Kbps / 100 Kbps = 10 users
B) Since each user transmits only 10 percent of the time, probability that a given user is transmitting is:
Probability = 0.1
C) Binomial distribution formula is given by:
Hence:
Probability=
D) The probability that there are 11 or more is:
Answer:
The answer is "associate".
Explanation:
The two-year post-school degree is also known as the associate degree, in which the students pursuing any of this degree, which may take as little as 2 years to complete the course, although many prefer to do it at the same rate. Its first two years of a Bachelor (fresh and sophomore years) were covered by an Associate degree.
It depends on how far you travel
Explanation:
The string "1301" can be converted into numbers by using the ASCII characters set.
1. Decimal ASCII
1=49, 3=51, 0=48, 1=49
Without space
"1301" = 49 51 48 49
with space included
"1 3 0 1" = 49 32 51 32 48 32 49
(white space is represented by 32 in Decimal ASCII)
2. Hexadecimal ASCII
1=31, 3=33, 0=30, 1=31
Without space
"1301" = 31 33 30 31
with space included
"1 3 0 1"= 31 20 33 20 30 20 31
(white space is represented by 20 in hexadecimal ASCII)
The magnitude can be found by traditional decimal to binary conversion (Divide by 2 until we are left with remainder 0 or 1) and sign can be represented by adding most significant bit (MSB) 0 for positive and 1 for negative.
A. -27
Magnitude: 00011011
Since the sign is negative add 1 to the MSB
which becomes 100011011
B. 140
Magnitude: 10001100
Since the sign is positive add 0 to the MSB
which becomes 010001100
C. -99
Magnitude: 01100011
Since the sign is negative add 1 to the MSB
which becomes 101100011
D. 46
Magnitude: 00101110
Since the sign is positive add 0 to the MSB
which becomes 000101110
I will but i have to wait till after 3;00 will you still be online by then. If not you can just friend me and message me when you are today
