Complete Question:
Which of the following best describes how computing devices represent information?
Group of answer choices
A. A computer will either represent information as bits or bytes but not both.
B. A computer represents data as a byte which is either a 0 or a 1.
C. A computer represents data as bits which is either a 0 or a 1.
D. A computer represents information as bits which contain 8 bytes.
Answer:
C. A computer represents data as bits which is either a 0 or a 1.
Explanation:
A computer represents data (informations) as bits which is either a 0 or a 1. Bits is a short for binary digits and it is typically the smallest unit of representing data (informations) in computers; which is simply either a 0 or a 1. Also, these two (2) digits (0 or 1) represents a computer's logical state.
A value of 0 represents Off, False, No or Minus (-) while a value of 1 represents On, True, Yes or Add (+) in computer memory.
This ultimately implies that, a bit can only hold one of two values, either a 0 or a 1.
Additionally, bytes are made up of bits; one (1) byte is equal to eight (8) bits.
Answer: A. The charge will be due on the next bill. The charge was already billed as reflected in Everett ’s credit card statement. However, since he has immediately lodged his complaint to the bank about the unfamiliar charge, his payment for the said charge was deferred while it is being investigated. The bank validated his complaint by sending him the copy of his signature previously authorizing the charge. Since his complaint is not valid, Everett must pay the charge which will be due on the next bill.
The conclusion that you will be able to reach if method I is used that cannot be concluded if method II is used is that the results can be generalized to the population as a whole.
In method I, the researchers decided to recruit volunteers. This sample includes people who do not exercise, people who exercise alone and people who exercise with a partner. On the other hand, method II will recruit participants at a community fitness center. Therefore, this sample will not include people who do not exercise. This means that method I will have a sample that is more representative of the general population.
